Thyesat dhe Përqindjet në Praktikë

Fuqitë me bazën 10
(a) Shkruaj në formë thyesore dhe shtyllën e fundit në përqindje. <table class='table ' style="text-align: center;"> <tr> <td> </td> <td> </td> <td> </td> <td> </td> </tr> <tr> <td> §§F(GenerateSVG,§§V0(5,10,1)§§,§§V1(1,5,1)§§, §§V2(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG,§§V3(7,10,1)§§,§§V4(1,3,1)§§, §§V5(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG,§§V6(3,10,1)§§,§§V7(1,7,1)§§, §§V8(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V18(6,10,1)§§, §§V19(1,6,1)§§, §§V20(1,8,1)§§, 80)§§ </td> </tr> <tr> <td> \( \LARGE \frac{§§V1(1,5,1)§§}{§§V0(5,10,1)§§} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> </tr> <tr> <td> §§F(GenerateSVG, §§V9(4,7,1)§§, §§V10(2,5,1)§§, §§V11(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V12(8,10,1)§§, §§( §§V12(8,10,1)§§ - §§V13(1,4,1)§§ )§§, §§V14(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V15(16,20,1)§§, §§V16(1,15,1)§§, §§V17(10,18,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V21(9,12,1)§§, §§V22(3,8,1)§§, §§V23(1,8,1)§§, 80)§§ </td> </tr> <tr> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> </tr> <tr> <td> §§F(GenerateSVG, §§V24(10,20,2)§§, §§V25(5,10,1)§§, §§V26(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V27(10,14,1)§§, §§V28(2,7,1)§§, §§V29(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V30(12,18,1)§§, §§V31(4,10,1)§§, §§V32(1,8,1)§§, 80)§§ </td> <td> §§F(GenerateSVG, §§V33(13,16,1)§§, §§V34(6,11,1)§§, 2, 80)§§ </td> </tr> <tr> <td> \( \LARGE \frac{§§V25(5,10,1)§§}{§§V24(10,20,2)§§} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> <td> \( \LARGE \frac{\square}{\square} \) </td> </tr> <tr> <td> §§( §§V25(5,10,1)§§/§§V24(10,20,2)§§ *100 )§§ % </td> <td> % </td> <td> % </td> <td> % </td> </tr> </table> (b) §§Fm0§§ ka pjekur një tortë dhe e ka ndarë në pjesë të barabarta. Fillimisht, ajo ka ngrënë 1/§§V72(4,8,4)§§ të tortës, pastaj motra e saj §§Fm1§§ ka ngrënë §§V73(1,4,1)§§/16 të tortës, dhe më vonë vëllai i saj §§M2§§ ka ngrënë §§V74(1,3,1)§§/8 të tortës. <p> - Sa nga torta u hëngër gjithsej? - Sa nga torta ka mbetur? </p> <p> - Ngjyrosni pjesën që ka ngrënë §§Fm0§§ me të verdhë, pjesën e §§Fm1§§ me blu dhe pjesën e §§M2§§ me jeshile. </p> §§F(GenerateSVG, 16,0,0,154)§§ <p> (c) Kryejeni detyrën </p> <table class='table' style="text-align: center;"> <tr> <td>§§F(GenerateSVG, §§V40(8,12,2)§§, §§V41(1,4,1)§§, §§V42(1,4,1)§§, 80)§§ + §§F(GenerateSVG, §§V40(8,12,2)§§, §§V43(1,4,1)§§, §§V42(1,4,1)§§, 80)§§</td> <td>§§F(GenerateSVG, §§V44(10,12,2)§§, §§V45(6,8,1)§§, §§V46(2,5,1)§§, 80)§§ - §§F(GenerateSVG, §§V44(10,12,2)§§, §§V47(2,5,1)§§, §§V46(2,5,1)§§, 80)§§</td> <td>§§F(GenerateSVG, §§V48(12,20,2)§§, §§V49(5,10,1)§§, §§V50(2,6,1)§§, 80)§§ + §§F(GenerateSVG, §§V48(12,20,2)§§, §§V51(3,7,1)§§, §§V50(2,6,1)§§, 80)§§</td> <td>§§F(GenerateSVG, §§V52(12,18,3)§§, §§V53(7,9,2)§§, §§V54(3,6,1)§§, 80)§§ - §§F(GenerateSVG, §§V52(12,18,3)§§, §§V55(3,7,1)§§, §§V54(3,6,1)§§, 80)§§</td> </tr> <tr> <td>\( \LARGE \frac{{\square}} {§§V40(8,12,2)§§}+ \frac{{\square}}{{\square}} = \)</td> <td>\( \LARGE \frac{{\square}}{{\square}} - \frac{{\square}} {§§V44(10,12,2)§§}= \)</td> <td>\( \LARGE \frac{{\square}}{{\square}} + \frac{{\square}}{{\square}} =\)</td> <td>\( \LARGE \frac{{\square}}{{\square}} - \frac{{\square}}{{\square}} = \)</td> </tr> </table>
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