<h4> Solve one column every day </h4> <table class='table table-bordered text-center table-sm'> <thead class="table-secondary"> <tr> <th>Monday</th> <th>Tuesday</th> <th>Wednesday</th> <th>Thursday</th> </tr> </thead> <tbody> <tr> <td> (1) Simplify the fractions:<br> <h5> \( \frac{§§(§§V0(1,7,1)§§ * §§V72(2,5,1)§§)§§}{§§(§§V1(8,15,1)§§ * §§V72(2,5,1)§§)§§} \) = </h5> (2) Find the product:<br> §§V2(1.0,10.0,0.01)§§ × §§V3(1.0,5.0,0.01)§§ = </td> <td> (1) Simplify the fractions:<br> <h5> \( \frac{§§(§§V4(1,7,1)§§ * §§V72(2,5,1)§§)§§}{§§(§§V5(8,15,1)§§ * §§V72(2,5,1)§§)§§} \) = </h5> (2) Find the product:<br> §§V6(5.0,15.0,0.1)§§ × §§V7(0.1,1.0,0.01)§§ = </td> <td> (1) Simplify the fractions:<br> <h5> \( \frac{§§(§§V8(1,7,1)§§ * §§V72(2,5,1)§§)§§}{§§(§§V9(8,15,1)§§ * §§V72(2,5,1)§§)§§} \) = </h5> (2) Find the product:<br> §§V10(10.0,20.0,0.01)§§ × §§V11(1,10,1)§§ = </td> <td> (1) Simplify the fractions:<br> <h5> \( \frac{§§(§§V12(1,7,1)§§ * §§V72(2,5,1)§§)§§}{§§(§§V13(8,15,1)§§ * §§V72(2,5,1)§§)§§} \) = </h5> (2) Find the product:<br> §§V14(200.0,500.0,0.1)§§ × §§V15(0.01,0.5,0.01)§§ = </td> </tr> <tr> <td>(3) Find the quotient:<br> §§V16(0.1,1.0,0.01)§§ ÷ §§V17(0.5,2.0,0.001)§§</td> <td>(3) Find the quotient:<br> §§V18(1.0,5.0,0.1)§§ ÷ §§V19(5.0,15.0,0.01)§§</td> <td>(3) Find the quotient:<br> §§V20(0.01,0.1,0.001)§§ ÷ §§V21(0.1,1.0,0.001)§§</td> <td>(3) Find the quotient:<br> §§V22(1.0,5.0,0.1)§§ ÷ §§V23(50.0,100.0,0.1)§§</td> </tr> <tr> <td>(4) Find the sum:<br> §§V24(500.0,1000.0,0.01)§§ + §§V25(10.0,50.0,0.1)§§ =</td> <td>(4) Find the sum:<br> §§V26(500.0,800.0,0.01)§§ + §§V27(10.0,30.0,0.01)§§ =</td> <td>(4) Find the sum:<br> §§V28(1.0,10.0,0.01)§§ + §§V29(30.0,60.0,0.1)§§ =</td> <td>(4) Find the sum:<br> §§V30(300.0,400.0,0.01)§§ + §§V31(10.0,20.0,0.1)§§ =</td> </tr> <tr> <td>(5) Find the difference:<br> §§V32(300.0,500.0,0.1)§§ - §§V33(30.0,60.0,0.1)§§ =</td> <td>(5) Find the difference:<br> §§V34(7000.0,8000.0,0.001)§§ - §§V35(400.0,500.0,0.1)§§ =</td> <td>(5) Find the difference:<br> §§V36(300.0,500.0,0.001)§§ - §§V37(10.0,30.0,0.001)§§ =</td> <td>(5) Find the difference:<br> §§V38(10.0,30.0,0.001)§§ - §§V39(1.0,10.0,0.01)§§ =</td> </tr> <tr> <td> (6) Insert >, <, or =:<br> §§V40(4.0,5.0,0.01)§§ ___ §§V41(4.0,5.0,0.01)§§<br> <h5> \( \frac{\text{§§V42(1,5,1)§§}}{\text{§§V43(6,10,1)§§}} \) ___ \( \frac{\text{§§V44(1,5,1)§§}}{\text{§§V45(6,10,1)§§}} \) </h5> </td> <td> (6) Insert >, <, or =:<br> §§V46(5.0,7.0,0.001)§§ ___ §§V47(60.0,70.0,0.01)§§<br> <h5> \( \frac{\text{§§V48(1,10,1)§§}}{\text{§§V49(11,20,1)§§}} \) ___ \( \frac{\text{§§V50(1,10,1)§§}}{\text{§§V51(11,20,1)§§}} \) </h5> </td> <td> (6) Insert >, <, or =:<br> §§V52(8.0,9.0,0.01)§§ ___ §§V53(8.0,9.0,0.01)§§<br> <h5> \( \frac{\text{§§V54(1,10,1)§§}}{\text{§§V55(11,20,1)§§}} \) ___ \( \frac{\text{§§V56(1,10,1)§§}}{\text{§§V57(11,20,1)§§}} \) </h5> </td> <td> (6) Insert >, <, or =:<br> §§V58(20.0,30.0,0.001)§§ ___ §§V59(20.0,30.0,0.001)§§<br> <h5> \( \frac{\text{§§V60(1,10,1)§§}}{\text{§§V61(11,20,1)§§}} \) ___ \( \frac{\text{§§V62(1,10,1)§§}}{\text{§§V63(11,20,1)§§}} \) </h5> </td> </tr> <tr> <td>(7) Round to the nearest whole number:<br> §§V68(0.11,0.99,0.01)§§</td> <td>(7) Round to the nearest tenth:<br> §§V65(1.11,9.99,0.01)§§</td> <td>(7) Round to the nearest whole number:<br> §§V71(100.11,199.99,0.01)§§</td> <td>(7) Round to the nearest tenth:<br> §§V67(100.11,199.99,0.01)§§</td> </tr> <tr> <td> (9) §§M0§§ bought §§V64(2,5,1)§§ notebooks at a price of §§V65(1.5,4.0,0.1)§§ € each. How much did he pay in total?<br> </td> <td> (8) §§Fm3§§ bought §§V70(3,6,1)§§ pencils at a price of §§V71(10.5,105,3)§§ €. How much does one pencil cost? </td> <td> (8) §§M4§§ received §§V73(50,100,5)§§ € for his birthday. He spent §§V74(20,49,1)§§ € on books. How much money does he have left if the remainder is to be divided into §§V72(2,5,1)§§ days?<br> </td> <td> (8) §§M9§§ repaired §§V83(1,4,1)§§ cars in §§V84(2,6,1)§§ days. On average, how many cars did he repair per day? </td> </tr> <tr> <td colspan="4"><h5><b>Additional tasks </b></h5> (1) §§N10§§ has §§V84(15,27,1)§§ meters of rope and wants to divide it into pieces of \( \frac{§§V86(1,4,1)§§}{§§V87(5,12,1)§§} \) meter. How many pieces can he get?<br> (2) §§Fm11§§ had §§V88(25,50,5)§§ liters of oil that she wants to divide into bottles of \( \frac{§§V89(1,7,1)§§}{§§V90(1,4,1)§§} \) liter. How many bottles can she fill?<br> (3) If 1.5 chickens lay 1.5 eggs in 1.5 days, how many eggs do §§V81(3,7,1)§§ chickens lay in §§V82(3,12,3)§§ days?<br> </td> </tr> </tbody> </table>