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Factorise fully 24q-30 square

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Factorise fully
24q-30
square

Factorise fully 24q-30 square

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FrankieElite · Tutor for 8 years

Answer

<p> 6(4q -5)</p>

Explain

<p> 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. <br /><br />We then divide both terms in the expression by this GCF to get the factored terms. <br />So, 24q divided by 6 equals 4q, and -30 divided by 6 equals -5. Therefore, "24q - 30 becomes 6(4q - 5). <br /><br />6 becomes the common factor multiplier of each term in parentheses. This expression is the factorized form of the original expression.</p>
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