Question

(u+24v)^2-(24u+v)^2 пожалуйстааааа

Answer 1

Ответ:

575(v-u)(v+u)

Пошаговое объяснение:

=u^2+48uv+576v^2-576u^2-48uv-v^2= -575u^2+575v^2= 575(v^2-u^2)= 575(v-u)(v+u)

Answer 2

Sure, I can help you simplify the expression (u+24v)^2 - (24u+v)^2.

Let's break it down step by step:

1. Expand the squares: (u+24v)^2 = u^2 + 48uv + 576v^2 (24u+v)^2 = 576u^2 + 48uv + v^2

2. Subtract the second expression from the first: (u+24v)^2 - (24u+v)^2 = (u^2 + 48uv + 576v^2) - (576u^2 + 48uv + v^2)

3. Distribute the negative sign and simplify: (u^2 + 48uv + 576v^2) - (576u^2 + 48uv + v^2) = u^2 + 48uv + 576v^2 - 576u^2 - 48uv - v^2

4. Combine like terms: u^2 - 576u^2 + 48uv - 48uv + 576v^2 - v^2 = -575u^2 + 575v^2

So, the simplified expression is -575u^2 + 575v^2.