The product of the two algebraic expression is a way to multiply these variables, coefficient and constants with each other. For the option 2 and 4 the result of the function is difference of the squares. Thus the option 2 and 4 are correct options.
<h3>Product of the algebraic expression-</h3>
Algebraic expression is a combination of the variables and coefficients. The product of the two algebraic expression is a way to multiply these variables, coefficient and constants with each other.
<h3>
Given information-</h3>
1) The equation given in the option 1 is,
The result is not the difference of the square. Thus the option 1 is not correct.
2) The equation given in the option 2 is,
In the algebra,
Use this formula for the above equation we get,
The result is the difference of the square. Thus the option 2 is correct.
3) The equation given in the option 3 is,
The result is not the difference of the square. Thus the option 3 is not correct.
4) The equation given in the option 4 is,
The result is the difference of the square. Thus the option 4 is correct.
5) The equation given in the option 5 is,
The result is not the difference of the square. Thus the option 5 is not correct.
6) The equation given in the option 6 is,
The result is not the difference of the square. Thus the option 6 is not correct.
Hence for the option 2 and 4 the result of the function is difference of the squares. Thus the option 2 and 4 are correct options.
Learn more about the product of the algebraic expression here;
brainly.com/question/17312