Преобразуйте выражение в многочлен: (6m+7)^2=(4z+5/8)^2=(3/5-3x)^2=(-7a+3b)^2=(0,9b-5c)^2=(2/3x-3/2y)^2=

[latex](6m+7)^{2}=36m^{2}+84m+49[/latex] [latex](4z+ \frac{5}{8})^{2}=16z^{2}+5z+ \frac{25}{64} [/latex] [latex]( \frac{3}{5}-3x)^{2}= \frac{9}{25}- \frac{18}{5}x+9 x^{2} [/latex] [latex](-7a+3b)^{2}=49a^{2}-42ab+9b^{2} [/latex] [latex](0.9b-5c)^{2}=0.81b^{2}-9bc+25c^{2} [/latex] [latex]( \frac{2}{3}x- \frac{3}{2}y)^{2}= \frac{4}{9}x^{2} -2xy+ \frac{9}{4}y^{2} [/latex]

(6m+7)^2=36m^2+84m+49=120m+49 (3/5-3x)^2=0,36-1,08x+9x^2 (-7a+3b)^2=49a^2-42ab+9b^2 (0,9b-5c)^2=0,81b^2-9bc+25c^2