Respuesta :
When a binomial is composed of two perfect squares separated by a subtraction symbol, a certain method called the difference of perfect squares can be used. The difference of perfect squares method can be done by multiplying the sum and difference of the two square roots. This is shown below:
23^2 - 17^2 = (23 + 17)(23-17) = (40)(6) = 240
23^2 - 17^2 = (23 + 17)(23-17) = (40)(6) = 240
The difference of perfect square is 240 is correct.
When a binomial is composed of two perfect squares separated by a subtraction symbol,
A certain method called the difference of perfect squares is as follows,
What is the method of the difference of perfect squares?
The difference of perfect squares method can be done by multiplying the sum and difference of the two square roots. This is shown below:
[tex]23^2 - 17^2 = (23 + 17)(23-17) = (40)(6) = 240[/tex]
Therefor the difference of perfect square is 240 is correct.
To learn more about the perfect square method visit:
https://brainly.com/question/1370468