Question: When multiplying two rational expressions, what direction(s) can you NOT cancel like terms? Select one: a. Like terms where one is located in the numerator

When multiplying two rational expressions, what direction(s) can you NOT cancel like terms?

Select one:

a. Like terms where one is located in the numerator and the other in the denominator of different rational expression.

b. Like terms where one is located in the numerator and the other in the denominator of the same rational expression.

c. Like terms which are diagonally located.

d. Terms which are both in the numerator OR both in the denominator.

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