Question
Factorise fully 24q-30 square
Answer
4
(302 Votes)
Frankie
Elite · Tutor for 8 years
Answer
6(4q -5)
Explanation
To fully factorize the given expression, "24q - 30", we'll first determine the greatest common factor (GCF) of 24 and 30. The GCF both is 6. We then divide both terms in the expression by this GCF to get the factored terms. So, 24q divided by 6 equals 4q, and -30 divided by 6 equals -5. Therefore, "24q - 30 becomes 6(4q - 5). 6 becomes the common factor multiplier of each term in parentheses. This expression is the factorized form of the original expression.