<p><span style="color:hsl(0,75%,60%);"><strong>übung 1a. Bremen. Ergänzen Sie die Wörter.</strong></span></p><p> </p><p>Bahnhof <span style="color:rgb(109,70,87);">| </span>Fluss <span style="color:rgb(109,70,87);">| </span>Hafen <span style="color:rgb(109,70,87);">| </span>Menschen <span style="color:rgb(109,70,87);">| </span>Schiffe <span style="color:rgb(109,70,87);">| </span>Städte <span style="color:rgb(109,70,87);">| </span>Züge <br><span style="background-color:hsl(150,75%,60%);">A, In Bremen ist - wie in Hamburg - ein Hafen. </span></p><p><span style="background-color:hsl(150,75%,60%);">Der (1) ist sehr wichtig</span></p><figure class="table" style="width:90.13%;"><table class="ck-table-resized"><colgroup><col style="width:73.92%;"><col style="width:26.08%;"></colgroup><tbody><tr><td><p>Pro Jahr kommen 6.000 (2) </p><p> Der (3) in Bremen heißt Weser.</p></td><td> </td></tr></tbody></table></figure><figure class="table"><table><tbody><tr><td>B. Das ist der (4) Täglich fahren 530 (5) </td><td>von Bremen</td></tr><tr><td>nach Hamburg, München und in andere</td><td> </td></tr><tr><td>.(6) Hier arbeiten 350</td><td> </td></tr></tbody></table></figure><p>(7)……………………….. <br> </p><p><span style="background-color:hsl(270,75%,60%);"><strong>übung 4b. </strong></span><span style="background-color:hsl(270,75%,60%);color:rgb(0,0,0);"><strong>Was ist das? Ergänzen Sie </strong></span><span style="background-color:hsl(270,75%,60%);"><strong>ein, eine </strong></span><span style="background-color:hsl(270,75%,60%);color:rgb(0,0,0);"><strong>oder -.</strong></span></p><p> </p><p>1. Das „Metropol" ist ………. Kino.</p><p>2. Im Hafen sind ………Schiffe.</p><p>3. Bremen ist ………….Stadt.</p><p>4. Taxifahrer ist……….. Beruf.</p><p> 5. Nina ist ………….Name.</p><p> 6. Die Schweiz ist ……….. Land. </p><p> </p><p><span style="color:hsl(0,75%,60%);"><strong>übung 4c. Was ist das? Erganzen Sie </strong><i><strong>ein, eine, </strong></i><strong>- und </strong><i><strong>der, das, die.</strong></i></span></p><p><span style="color:#1F1F1F;">1, Das </span><span style="color:#363636;">ist<u> </u> </span><span style="color:#1F1F1F;">Schiff</span><span style="color:#4F5252;">. <u> </u> </span><span style="color:#1F1F1F;">Schiff heifst Maria.</span></p><p><span style="color:#1F1F1F;">2. </span><span style="color:#111111;">Das ist<u> </u> </span><span style="color:#1F1F1F;">Zug. Zug fahrt nach </span><span style="color:#111111;">Berlin.</span></p><p><span style="color:#111111;">3. </span><span style="color:#1F1F1F;">Bremen ist <u> </u> Stadt </span><span style="color:#111111;">in Deutsch</span><span style="color:#363636;">land. <u> </u> </span><span style="color:#1F1F1F;">Stadt ist sehr interessant. </span></p><p><span style="color:#1F1F1F;">4. </span><span style="color:#111111;">Das </span><span style="color:#1F1F1F;">sind <u> </u> Turme. <u> </u> Turme sind sehr hoch.</span></p><p><span style="color:#1F1F1F;">5. Der Michel </span><span style="color:#111111;">ist <u> </u> </span><span style="color:#1F1F1F;">Kirche. <u> </u> Kirche ist das Symbol von </span><span style="color:#111111;">Hamburg.</span></p><p><span style="color:#111111;">6. Die </span><span style="color:#1F1F1F;">Elbe </span><span style="color:#111111;">und die </span><span style="color:#1F1F1F;">Weser sind <u> </u> FIUsse. <u> </u> </span><span style="color:#363636;">FIüsse </span><span style="color:#1F1F1F;">sind sehr breit.</span></p><p><span style="color:#1F1F1F;">7. </span><span style="color:#111111;">Das </span><span style="color:#363636;">,,Capitol" </span><span style="color:#1F1F1F;">ist <u> </u> Kino. <u> </u> Kino </span><span style="color:#111111;">ist </span><span style="color:#1F1F1F;">sehr alt </span><span style="color:#111111;">und </span><span style="color:#1F1F1F;">schon.</span><br><br><span style="color:hsl(0,75%,60%);"><strong>6 a Ordnen Sie die Worter zu.</strong></span></p><p><span style="color:#1C1C1C;">der Bus </span><span style="color:#6E2344;">I </span><span style="color:#1C1C1C;">das </span><span style="color:#0C0C0C;">Fahrrad </span><span style="color:#2F2F2F;">I </span><span style="color:#1C1C1C;">das Flugzeug , die S-Bahn</span><span style="color:#6E2344;">I </span><span style="color:#1C1C1C;">die StraBenbahn</span></p><p style="margin-left:12.5pt;"><span style="color:#1C1C1C;">die U</span><span style="color:#4D4D4F;">-</span><span style="color:#1C1C1C;">Bahn</span></p><p> </p><p> </p><p style="margin-left:119.2pt;"><img class="image_resized" style="width:38.39%;" src="data:image/png;base64,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"> 1…………….. <img class="image_resized" style="width:29.22%;" src="data:image/jpeg;base64,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"> 2…………………………………. <img class="image_resized" style="width:33.75%;" src="data:image/jpeg;base64,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"><span style="color:#1C1C1C;">3……………………… </span></p><p style="margin-left:119.2pt;"><span style="color:hsl(270,75%,60%);"><i><strong>übung 6g. ein/eine/-, kein/keine </strong></i><strong>oder </strong><i><strong>der/das/die? </strong></i><strong>Erganzen Sie.</strong></span></p><p style="margin-left:119.2pt;"><span style="color:#1F1F1F;">1.Berlin ist </span><span style="color:#284964;"><i><strong><u>kein</u> </strong></i></span><span style="color:#1F1F1F;">Land, Berlin ist </span><span style="color:#284964;"><i><strong><u>eine</u> </strong></i></span><span style="color:#1F1F1F;">Stadt</span><span style="color:#4B4F4D;">.</span></p><ol><li><p style="margin-left:111.25pt;"><span style="color:#080808;">2. In </span><span style="color:#1F1F1F;">Bremen </span><span style="color:#080808;">ist <u> </u> </span><span style="color:#2F2F2F;">Hafen. <u> </u> </span><span style="color:#1F1F1F;">Hafen ist sehr grois.</span></p></li><li><p style="margin-left:111.2pt;"><span style="color:#1F1F1F;">3. Auf der Straise fahren <u> </u> Autos, aber <u> </u> Zuge</span><span style="color:#4B4F4D;">.</span></p></li><li><p style="margin-left:112.7pt;"><span style="color:#080808;">4. ist </span><span style="color:#1F1F1F;">das <u> </u> Hotel? </span><span style="color:#8E97A1;">• </span><span style="color:#1F1F1F;">Nein, das ist </span><span style="color:#080808;">I</span><span style="color:#2F2F2F;">eider <u> </u> </span><span style="color:#1F1F1F;">Hotel.</span></p></li><li><p style="margin-left:101.2pt;"><span style="color:#2F2F2F;">5. ist </span><span style="color:#1F1F1F;">hier <u> </u> Restaurant?</span><span style="color:#8E97A1;">• J</span><span style="color:#1F1F1F;">a, <u> </u> Restaurant</span><span style="color:#2F2F2F;">,,Berna"</span><span style="color:#4B4F4D;">. </span><span style="color:#1F1F1F;">Es ist sehr schon</span><span style="color:#4B4F4D;">.</span></p></li><li><p style="margin-left:112.65pt;"><span style="color:#1F1F1F;">6. Wie heif3t <u> </u> Fluss? </span><span style="color:#8E97A1;">• </span><span style="color:#1F1F1F;">lsar. </span><span style="color:#2F2F2F;">Hier </span><span style="color:#1F1F1F;">fahren leider <u> </u> Schiffe.</span></p></li></ol><p><br><span style="color:#933B56;"><strong>übung 8b. </strong></span><span style="color:#1A1A1A;"><strong>Aufforderungen. Schreiben Sie Satze.</strong></span></p><p><span style="color:#1A1A1A;"><strong>1. </strong>zur Li</span><span style="color:#3F4444;">-</span><span style="color:#1A1A1A;">Bahn/ gehen / Sie ………….l……..</span></p><p><span style="color:#1A1A1A;">2. zu Fuß / gehen / Sie …………. </span></p><p><span style="color:#1A1A1A;">3. z</span><span style="color:#313331;">u</span><span style="color:#1A1A1A;">m Marktplatz / Sie / fahren…………. </span></p><p><span style="color:#1A1A1A;">4. rechts / gehen / und dann links/Sie …………..</span></p><p> </p><p>tu moi.</p><p><span style="color:#893654;"><strong>eine Stadttour</strong></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">der Mensch, -en <u> </u></span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#131313;">das Haus, </span><span style="color:#232323;">'-'er <u> </u> </span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#131313;">das Ratha</span><span style="color:#3D3D3D;">u</span><span style="color:#232323;">s, </span><span style="color:#131313;">'-'er <u> </u> </span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#232323;">das Konzerthaus, '-'er <u> </u></span><span style="color:#131313;">die </span><span style="color:#232323;">Kirche, </span><span style="color:#3D3D3D;">-</span><span style="color:#131313;">n <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">der Turm, .:..:e <u> </u></span></p><p style="margin-left:44.85pt;text-align:justify;"><span style="color:#232323;">das Hotel, </span><span style="color:#131313;">-s <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">die BrUcke, </span><span style="color:#3D3D3D;">-n <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">der Park, </span><span style="color:#131313;">-s <u> </u></span></p><p style="margin-left:44.85pt;text-align:justify;"><span style="color:#232323;">der Markt, .:..:e <u> </u></span></p><p style="margin-left:44.85pt;text-align:justify;"><span style="color:#232323;">der Bahnhof, </span><span style="color:#3D3D3D;">.:..:e <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">der Hafen,.:..: <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#232323;">der See, </span><span style="color:#3D3D3D;">-n <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#131313;">der F</span><span style="color:#3D3D3D;">l</span><span style="color:#131313;">uss, </span><span style="color:#3D3D3D;">'-'e <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#131313;">das </span><span style="color:#232323;">Meer,-e <u> </u>sehen, er sieht <i>(Da sieht</i></span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#232323;"><i>man den </i></span><span style="color:#131313;"><i>Hafen.) <u> </u> </i></span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#131313;">da </span><span style="color:#232323;"><i>(Da ist das Hotel.) <u> </u> </i></span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#131313;">Das </span><span style="color:#232323;">ist </span><span style="color:#131313;">..</span><span style="color:#3D3D3D;">. <u> </u></span></p><p style="margin-left:44.35pt;text-align:justify;"><span style="color:#131313;">interessant <u> </u></span></p><p style="margin-left:44.4pt;text-align:justify;"><span style="color:#232323;">schon <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#131313;">die </span><span style="color:#232323;">Station, </span><span style="color:#131313;">-en <u> </u></span></p><p style="margin-left:44.65pt;text-align:justify;"><span style="color:#131313;"><u> </u></span><span style="color:#232323;">der Ort, -e</span></p><p> </p><p style="margin-left:44.2pt;text-align:justify;"><span style="color:#893654;"><strong>Maße angeben</strong></span></p><p style="margin-left:44.65pt;"><span style="color:#131313;">der </span><span style="color:#232323;">Meter, </span><span style="color:#3D3D3D;">- <u> </u></span></p><p style="margin-left:44.6pt;"><span style="color:#131313;">der </span><span style="color:#232323;">Kilometer, </span><span style="color:#3D3D3D;">- <u> </u></span><span style="color:#232323;">lang <i>(Die Brucke </i></span><span style="color:#131313;"><i>ist</i></span></p><p style="margin-left:43.75pt;"><span style="color:#232323;"><i>12 Kilometer fang.) <u> </u></i></span></p><p style="margin-left:44.6pt;"><span style="color:#131313;">breit </span><span style="color:#232323;"><i>(Das </i></span><span style="color:#131313;"><i>Rathaus </i></span><span style="color:#232323;"><i>ist</i></span></p><p style="margin-left:43.75pt;"><span style="color:#232323;"><i>111Meter breit.) <u> </u></i></span></p><p style="margin-left:44.55pt;"><span style="color:#131313;">hoch </span><span style="color:#232323;"><i>(Der Turm ist</i></span></p><p style="margin-left:43.75pt;"><span style="color:#131313;"><i>132 </i></span><span style="color:#232323;"><i>Meterhoch.) <u> </u></i></span></p><p style="margin-left:44.45pt;"><span style="color:#232323;">Uber<i>(Das Haus ist Ober</i></span></p><p style="margin-left:43.75pt;"><span style="color:#232323;"><i>100 </i></span><span style="color:#131313;"><i>Jahre </i></span><span style="color:#232323;"><i>alt.) <u> </u></i></span></p><p style="margin-left:44.85pt;"><span style="color:#131313;">die </span><span style="color:#232323;">Kosten (Pl.) <u> </u></span></p><p style="margin-left:44.85pt;"><span style="color:#232323;">der Euro, </span><span style="color:#3D3D3D;">-s</span></p><p> </p><p style="margin-left:44.7pt;"><span style="color:#893654;"><strong>Verkehrsmittel</strong></span></p><p style="margin-left:44.75pt;"><span style="color:#232323;">zu </span><span style="color:#131313;">Fuß </span><span style="color:#232323;">gehen</span></p><p style="margin-left:21.05pt;text-align:justify;"><span style="color:#232323;">das Fahrrad,'-'er</span></p><p style="margin-left:21.05pt;text-align:justify;"><span style="color:#232323;">der Bus, -se <u> </u> die Stra13enbahn, -en <u> </u> </span></p><p style="margin-left:21.05pt;text-align:justify;"><span style="color:#232323;">der Zug, '-'e <u> </u></span></p><p style="margin-left:21.05pt;text-align:justify;"><span style="color:#232323;">die U-Bahn,</span><span style="color:#3D3D3D;">-en <u> </u></span></p><p style="margin-left:21.05pt;text-align:justify;"><span style="color:#232323;">die S-Bahn, </span><span style="color:#3D3D3D;">-en <u> </u></span></p><p style="margin-left:21.25pt;text-align:justify;"><span style="color:#232323;">das Schiff,</span><span style="color:#57575B;">-</span><span style="color:#232323;">e <u> </u></span></p><p style="margin-left:21.5pt;text-align:justify;"><span style="color:#232323;">das Flugzeug, -e <u> </u></span></p><p style="margin-left:21.5pt;"><span style="color:#232323;">die Fahrkarte, </span><span style="color:#3D3D3D;">-n <u> </u></span></p><p style="margin-left:21.45pt;"><span style="color:#232323;">schnell <u> </u></span></p><p style="margin-left:21.45pt;"><span style="color:#232323;">nach <i>(Der Zug fahrt nach</i></span></p><p style="margin-left:21.4pt;"><span style="color:#232323;"><i>Berlin.) <u> </u></i></span></p><p> </p><p> </p><p style="margin-left:21.0pt;"><span style="color:#893654;"><strong>einen Weg beschreiben</strong></span></p><p style="margin-left:21.25pt;text-align:justify;"><span style="color:#232323;">derWeg, -e <u> </u></span></p><p style="margin-left:21.2pt;text-align:justify;"><span style="color:#232323;">Wo </span><span style="color:#3D3D3D;">ist </span><span style="color:#232323;">bitte ... ? <u> </u> </span></p><p style="margin-left:21.2pt;text-align:justify;"><span style="color:#131313;">Das </span><span style="color:#232323;">ist ganz einfach. <u> </u> </span></p><p style="margin-left:21.2pt;text-align:justify;"><span style="color:#131313;">rechts <u> </u></span></p><p style="margin-left:21.25pt;text-align:justify;"><span style="color:#131313;">links <u> </u></span></p><p style="margin-left:21.1pt;text-align:justify;"><span style="color:#232323;">geradeaus <u> </u></span></p><p style="margin-left:21.1pt;text-align:justify;"><span style="color:#232323;"><u> </u>Gehen Sie zuerst rechts</span></p><p style="margin-left:21.0pt;text-align:justify;"><span style="color:#232323;">und dann geradeaus. <u> </u> richtig <i>(!st das richtig?) <u> </u> </i>genau <i>(}a, genau!) <u> </u></i>die Mitte (Sg.) <u> </u></span></p><p style="margin-left:21.0pt;text-align:justify;"><span style="color:#131313;">Wo </span><span style="color:#3D3D3D;">ist </span><span style="color:#232323;">das? - Genau </span><span style="color:#131313;">in </span><span style="color:#232323;">der</span></p><p style="margin-left:21.15pt;text-align:justify;"><span style="color:#232323;">Mitte. <u> </u></span></p><p style="margin-left:21.0pt;"><span style="color:#232323;">also<i>(Also, zuerst </i></span><span style="color:#131313;"><i>links</i></span></p><p style="margin-left:21.0pt;"><span style="color:#131313;"><i>und </i></span><span style="color:#3D3D3D;"><i>.. </i></span><span style="color:#232323;"><i>.) <u> </u></i></span></p><p style="margin-left:21.4pt;"><span style="color:#232323;">zeigen</span></p><p style="margin-left:21.15pt;"><span style="color:#232323;">der Plan, </span><span style="color:#131313;">-'-'e <u> </u></span></p><p style="margin-left:21.15pt;"><span style="color:#232323;">zeichnen</span></p><p style="margin-left:21.25pt;"><span style="color:#131313;">der </span><span style="color:#232323;">Start (Sg.) <u> </u></span></p><p style="margin-left:21.3pt;"><span style="color:#232323;">das Ziel, </span><span style="color:#3D3D3D;">-e <u> </u></span></p><p style="margin-left:21.3pt;"><span style="color:#232323;">schon <i>(Da ist schon das</i></span></p><p style="margin-left:21.4pt;"><span style="color:#131313;"><i>Hotel.)</i></span></p><p> </p><p> </p><p style="margin-left:21.55pt;"><span style="color:#893654;"><strong>Events</strong></span></p><p style="margin-left:21.5pt;"><span style="color:#232323;">das Event, -s <u> </u></span></p><p style="margin-left:21.25pt;"><span style="color:#232323;">das </span><span style="color:#131313;">Fest</span><span style="color:#3D3D3D;">i</span><span style="color:#232323;">val, -s <u> </u></span><span style="color:#131313;">das </span><span style="color:#232323;">Ticket, -s</span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">das Publikum (Sg.) <u> </u> </span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">der Besucher, - <u> </u> </span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">die Besucherin, -nen <u> </u> </span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">der Gast, :..:e</span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">das Konzert, -e <u> </u></span></p><p style="margin-left:42.95pt;text-align:justify;"><span style="color:#1C1C1C;">das Orchester, - <u> </u></span></p><p style="margin-left:43.15pt;text-align:justify;"><span style="color:#1C1C1C;">der Chor, </span><span style="color:#2F2F2F;">:..:e <u> </u> </span></p><p style="margin-left:43.15pt;text-align:justify;"><span style="color:#1C1C1C;">die Konzertkarte, -n <u> </u> </span></p><p style="margin-left:43.15pt;text-align:justify;"><span style="color:#1C1C1C;">der Film, </span><span style="color:#545459;">-</span><span style="color:#2F2F2F;">e</span></p><p style="margin-left:43.4pt;text-align:justify;"><span style="color:#1C1C1C;">der Schauspieler, </span><span style="color:#2F2F2F;">- <u> </u> </span></p><p style="margin-left:43.4pt;text-align:justify;"><span style="color:#1C1C1C;">die Schauspielerin, -nen <u> </u> </span></p><p style="margin-left:43.4pt;text-align:justify;"><span style="color:#1C1C1C;">der Star, </span><span style="color:#2F2F2F;">-s</span></p><p style="margin-left:43.65pt;text-align:justify;"><span style="color:#1C1C1C;">der Regisseur, -e <u> </u> </span></p><p style="margin-left:43.65pt;text-align:justify;"><span style="color:#1C1C1C;">die Regisseurin, </span><span style="color:#0A0A0A;">-nen <u> </u></span></p><p style="margin-left:43.65pt;text-align:justify;"><span style="color:#1C1C1C;">die Ausstellung, -en <u> </u></span></p><p style="margin-left:43.65pt;text-align:justify;"><span style="color:#1C1C1C;"> </span><span style="color:#0A0A0A;">finden</span></p><p style="margin-left:44.15pt;text-align:justify;"><span style="color:#1C1C1C;">Findest du das Konzert gut?</span></p><p> </p><p> </p><p style="margin-left:44.05pt;"><span style="color:#893850;"><strong>Jahreszeiten</strong></span></p><p style="margin-left:44.15pt;text-align:justify;"><span style="color:#1C1C1C;">die </span><span style="color:#0A0A0A;">Jahreszeit, </span><span style="color:#2F2F2F;">-en <u> </u></span></p><p style="margin-left:44.15pt;text-align:justify;"><span style="color:#1C1C1C;">der Frohling <u> </u> </span></p><p style="margin-left:44.15pt;text-align:justify;"><span style="color:#1C1C1C;">der Sommer</span></p><p style="margin-left:44.35pt;text-align:justify;"><span style="color:#1C1C1C;">der </span><span style="color:#0A0A0A;">Herbst <u> </u> </span></p><p style="margin-left:44.35pt;text-align:justify;"><span style="color:#1C1C1C;">der Winter</span></p><p> </p><p style="margin-left:44.55pt;"><span style="color:#893850;"><strong>Monate</strong></span></p><p style="margin-left:44.6pt;"><span style="color:#1C1C1C;">der Monat, </span><span style="color:#2F2F2F;">-e <u> </u></span></p><p><span style="color:#1C1C1C;">der Januar</span></p><p style="margin-left:19.8pt;"><span style="color:#1C1C1C;">der</span><span style="color:#0A0A0A;">Februar </span><span style="color:#1C1C1C;">der Marz der April der Mai der </span><span style="color:#0A0A0A;">]uni </span><span style="color:#1C1C1C;">der </span><span style="color:#0A0A0A;">Juli</span></p><p style="margin-left:20.05pt;"><span style="color:#1C1C1C;">der August</span></p><p style="margin-left:20.3pt;"><span style="color:#1C1C1C;">der September der Oktober der </span><span style="color:#0A0A0A;">November </span><span style="color:#1C1C1C;">der Dezember</span></p><p> </p><p style="margin-left:20.3pt;"><span style="color:#893850;"><strong>andere wichtige Worter und Wendungen</strong></span></p><p style="margin-left:20.55pt;"><span style="color:#1C1C1C;">die Gruppe, -n <u> </u></span></p><p style="margin-left:20.8pt;"><span style="color:#1C1C1C;">das Bild, -er <u> </u> </span></p><p style="margin-left:20.8pt;"><span style="color:#1C1C1C;">das Plakat, </span><span style="color:#2F2F2F;">-e</span></p><p style="margin-left:20.8pt;"><span style="color:#1C1C1C;">das GIUck (Sg.)</span></p><p style="margin-left:20.95pt;"><span style="color:#1C1C1C;">so <i>(So ein Gluck!) <u> </u> </i></span></p><p style="margin-left:20.95pt;"><span style="color:#1C1C1C;">derTest, </span><span style="color:#545459;">-</span><span style="color:#1C1C1C;">s <u> </u> </span></p><p style="margin-left:20.95pt;"><span style="color:#1C1C1C;">heute <i>(Heute ist kein Test!) <u> </u> </i></span><span style="color:#545459;">_</span></p><p style="margin-left:20.95pt;"><span style="color:#545459;"> </span><span style="color:#2F2F2F;">jetzt </span><span style="color:#1C1C1C;"><i>(Jetzt aber schne/1!) <u> </u></i></span></p><p style="margin-left:20.95pt;"><span style="color:#1C1C1C;">okay</span></p><p style="margin-left:21.25pt;text-align:justify;"><span style="color:#1C1C1C;">die Welt, </span><span style="color:#2F2F2F;">-en <u> </u></span></p><p><span style="color:#1C1C1C;">die </span><span style="color:#2F2F2F;">Losung, -en <u> </u> </span></p><p><span style="color:#1C1C1C;">ein Mal, zwei Mal, .. </span><span style="color:#545459;">. <u> </u></span></p><p><span style="color:#545459;"> </span><span style="color:#1C1C1C;">das erste/zweite/ ... Mal <u> </u> </span></p><p><span style="color:#1C1C1C;">Vielen Dank!</span></p>
File Urls
{"id":137,"type":"video","url":"https://nagroup.easyedu.vn/sites/default/files/easyschool/upload/2025/04/netzwerk_kursbuch_-_a1_audio_ii_kapitel_-_3_ii_in_der_stadt.mp4","width":1280,"height":720,"thumbnail":"https://nagroup.easyedu.vn/sites/default/files/easyschool/upload/2025/04/58a3d4df-57d9-4fd1-b696-e4ab04aac621.png","name":"netzwerk_kursbuch_-_a1_audio_ii_kapitel_-_3_ii_in_der_stadt.mp4"}
Lecture Type
Bài tập về nhà
code
BTVNA1.1
Created by
914d09fc-d5e6-47a2-9b9d-f05daf2eba91
Subjects