<h4>1. Gib die jeweilige binomische Formel an und berechne anschließend die Terme:</h4> <p>a) 1. binomische Formel:</p> <p>(x + §§V1(5,10,1)§§)\( {^{2}} \) = <b>§§V1(0,10,25)§§</b></p> <p>(a + §§V2(4,8,1)§§)\( {^{2}} \) = <b>§§V2(0,8,16)§§</b></p> <p>(u + §§V3(8,16,1)§§)\( {^{2}} \) = <b>§§V3(0,16,64)§§</b></p> <p>b) 2. binomische Formel:</p> <p>(a - §§V4(4,8,1)§§)\( {^{2}} \) = <b>§§V4(0,-8,16)§§</b></p> <p>(6 - z)\( {^{2}} \) = <b>§§V5(0,-12,36)§§</b></p> <p>(2x - §§V6(10,20,1)§§)\( {^{2}} \) = <b>§§V6(0,-40,100)§§</b></p> <h4>c) 3. binomische Formel:</h4> <p>(a + b)(a - b) = a² - b²</p> <p>(y + §§V7(5,5,1)§§)(y - §§V8(5,5,1)§§) = <b>§§V7(0,-25,0)§§</b></p> <p>(9 - a)(9 + a) = <b>§§V9(0,81,1)§§</b></p> <p>(3z + §§V10(2,2,1)§§)(3z - §§V11(2,2,1)§§) = <b>§§V10(0,-4,1)§§</b></p> <p>(x - §§V11(7,7,1)§§)\( {^{2}} \) = <b>§§V11(0,2,0)§§</b></p> <p>(a + §§V12(11,11,1)§§)\( {^{2}} \) = <b>§§V12(0,1,0)§§</b></p> <p>(z + §§V13(3,3,1)§§)(z - §§V14(3,3,1)§§) = <b>§§V13(0,-9,0)§§</b></p> <p>(b + §§V15(3,3,1)§§)(b - §§V16(3,3,1)§§) = <b>§§V15(0,-9,0)§§</b></p> <p>(2x - §§V17(4,8,1)§§)(x - §§V18(4,8,1)§§) = <b>§§V17(0,-8,0)§§</b></p> <p>(N + §§V19(9,9,1)§§)(N - §§V20(9,9,1)§§) = <b>§§V19(0,-0,0)§§</b></p> <p>(8 + §§V21(5,10,1)§§)\( {^{2}} \) = <b>§§V21(0,1,0)§§</b></p> <p>(d + §§V22(6,12,1)§§)(d - §§V23(6,12,1)§§) = <b>§§V22(0,-0,0)§§</b></p> <p>(5 - b)\( {^{2}} \) = <b>§§V23(0,2,0)§§</b></p>