Simplify 1/3(9x − 5)13(9x − 5) (1 point)

Answer 1

To simplify this expression, we can use the distributive property.
1/3(9x − 5)13(9x − 5) = (1/3)(13)(9x − 5)(9x − 5)

To simplify further, we can multiply the coefficients and the terms inside the parentheses.

(1/3)(13)(9x − 5)(9x − 5) = (13/3)(81x^2 − 45x − 45x + 25)

Now, we can combine like terms inside the parentheses.

(13/3)(81x^2 − 90x + 25)

Finally, we can distribute the (13/3) to each term inside the parentheses.

(13/3)(81x^2) - (13/3)(90x) + (13/3)(25)

= (1053/3)x^2 - (390/3)x + (325/3)

= 351x^2 - 130x + 325/3

So, the simplified expression is 351x^2 - 130x + 325/3.