<table class="table table-bordered"> <tbody> <tr> <td>(1)</td> <td><p>Brojeve napiši riječima: §§V0(100000,999999,1)§§, §§V1(100000,999999,1)§§, §§V2(100000,999999,1)§§, §§V3(100000,999999,1)§§.</p></td> </tr> <tr> <td>(2)</td> <td><p>Zbroji: a) §§V4(500000,900000,1)§§ + §§V5(10000,50000,1)§§, <br> b) §§V6(500000,900000,1)§§ + §§V7(50000,200000,1)§§.</p></td> </tr> <tr> <td>(3)</td> <td><p>Oduzmi: a) §§V8(900000,999999,1)§§ − §§V9(100000,300000,1)§§, <br> b) §§V10(800000,999999,1)§§ − §§V11(200000,300000,1)§§.</p></td> </tr> <tr> <td>(4)</td> <td><p>Pomnoži: a) §§V12(100,200,1)§§ · §§V13(2,10,1)§§, <br> b) §§V14(500,700,1)§§ · §§V15(50,60,1)§§, <br> c) §§V16(800,900,1)§§ · §§V17(300,310,1)§§, <br> d) §§V18(100,150,1)§§ · §§V19(10,30,1)§§ · §§V20(0,0,1)§§ · §§V21(40,50,1)§§.</p></td> </tr> <tr> <td>(5)</td> <td><p>Podijeli: a) §§V22(7000,8000,1)§§ : §§V23(2,10,1)§§, <br> b) §§V24(250000,300000,1)§§ : §§V25(2,10,1)§§.</p></td> </tr> <tr> <td>(6)</td> <td><p>Nacrtaj jednakostranični trokut kojemu je duljina stranice a = §§V26(10,100,5)§§ mm.</p></td> </tr> <tr> <td>(7)</td> <td><p>Izračunaj opseg i površinu pravokutnika kojemu su duljine stranica a = §§V27(30,70,1)§§ dm i b = §§V28(50,100,1)§§ dm.</p></td> </tr> <tr> <td>(8)</td> <td><p>Izračunaj opseg i površinu kvadrata kojemu je duljina stranice a = §§V29(30,50,1)§§ dm.</p></td> </tr> <tr> <td>(9)</td> <td> <p>Izračunaj: <br> a) §§V30(1,10,1)§§ · ( §§V31(2,10,1)§§ + §§V32(2,10,1)§§ ), <br> b) §§V33(10,30,1)§§ : ( §§V34(1,10,1)§§ − §§V35(1,5,1)§§ ), <br> c) ( §§V36(10,40,1)§§ + §§V37(10,40,1)§§ ) : §§V38(2,10,1)§§, <br> d) ( §§V39(10,30,1)§§ + §§V40(2,8,1)§§ · §§V41(3,7,1)§§ ) · §§V42(2,6,1)§§, <br> e) §§V43(50,60,1)§§ − §§V44(5,10,1)§§ + §§V45(2,6,1)§§ − ( §§V46(20,40,1)§§ − §§V47(5,15,1)§§ − §§V48(0,2,1)§§ ) · §§V49(0,1,1)§§ − §§V50(1,2,1)§§.</p> </td> </tr> <tr> <td>(10)</td> <td> <p>Preračunaj: <br> a) §§V51(1,20,1)§§ m = _____ dm, <br> b) §§V52(5,20,1)§§ km = _______ m, <br> c) §§V53(1,5,1)§§ ℓ = _____ dℓ, <br> d) §§V54(1,10,1)§§ h §§V55(1,59,1)§§ min = _____ min, <br> e) _____ m² = §§V56(1000,4000,500)§§ dm².</p> </td> </tr> <tr> <td>(11)</td> <td> <p>§§M0§§ je od tete dobio §§V57(1,5,1)§§ novčanice od 10 eura, §§V58(1,4,1)§§ novčanice od 5 eura, §§V59(1,10,1)§§ kovanica od 2 eura i §§V60(1,10,1)§§ kovanica od 1 eura. Kupio je nogometnu loptu za §§V61(10,30,1)§§ eura i geografski atlas za §§V62(10,30,1)§§ eura. Koliko mu je novaca ostalo?</p> </td> </tr> <tr> <td>(12)</td> <td> <p>Opseg nekog trokuta iznosi §§V63(100,200,1)§§ cm. Duljine dviju njegovih stranica su §§V64(100,400,10)§§ mm i §§V65(50,100,1)§§ cm. Izračunaj duljinu treće stranice tog trokuta.</p> </td> </tr> <tr> <td>(13)</td> <td> <p>Koji je broj: <br> a) za 4 veći od §§V66(30,50,1)§§, <br> b) za 4 manji od §§V67(30,50,1)§§, <br> c) 4 puta veći od §§V68(5,15,1)§§, <br> d) 4 puta manji od §§V69(100,200,1)§§?</p> </td> </tr> <tr> <td>(14)</td> <td> <p>Godišnja pretplata za časopis <i>§§M2§§ izdavaštvo</i> stoji §§V70(70,100,1)§§ eura. Časopis izlazi dva puta mjesečno, a jedan primjerak stoji §§V71(3,5,1)§§ eura. Koliko se novaca može uštedjeti godišnjom pretplatom?</p> </td> </tr> </tbody> </table>