Question

разложи на множители 0,64t^2-(t+p)^2

Answer 1

$0,64t^2-(t+p)^2 = (0,8t - (t + p)) (0,8t + (t + p)) = (0,8t - t - p) (0,8t + t + p) =( - 0,2t - p) (1,8t + p)$

Answer 2

Объяснение:

$0,64t^2-(t+p)^2=(0,8t)^2-(t+p)^2=(0,8t-(t+p))*(0,8t+(t+p))=\\=(0,8t-t-p)*(0,8t+t+p)=(-0,2t-p)*(1,8t+p).$