Expand and simplify this expression: −5𝑥(5𝑥−5𝑦)−5x(5x−5y)

First, distribute the -5x across each term in the first parenthesis:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Next, distribute the -5x across each term in the second parenthesis:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Finally, add the two simplified expressions together:

(-25x^2 + 25xy) + (-25x^2 + 25xy) = -50x^2 + 50xy

So, the expression -5x(5x-5y) - 5x(5x-5y) expands and simplifies to -50x^2 + 50xy.

First, distribute -5x across the terms in the parentheses:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Now, do the same for the second part of the expression:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Finally, add the two simplified expressions together:

(-25x^2 + 25xy) + (-25x^2 + 25xy) = -50x^2 + 50xy

So, the expression -5x(5x-5y) - 5x(5x-5y) expands and simplifies to -50x^2 + 50xy.

First, distribute -5x across the terms in the parentheses:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Now, do the same for the second part of the expression:

-5x * 5x = -25x^2 -5x * -5y = 25xy

So, -5x(5x-5y) simplifies to -25x^2 + 25xy.

Finally, add the two simplified expressions together:

(-25x^2 + 25xy) + (-25x^2 + 25xy) = -50x^2 + 50xy

So, the expression -5x(5x-5y) - 5x(5x-5y) expands and simplifies to -50x^2 + 50xy.