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fill in the missing numbers or expressions to show the results of apply…

Question

fill in the missing numbers or expressions to show the results of applying the distributive property. 8(3x - 4) = 24 ( )3x - ( )4 = 24

Explanation:

Step1: Recall Distributive Property

The distributive property states that \( a(b - c)=ab - ac \). For \( 8(3x - 4) \), we distribute 8 to both \( 3x \) and \( 4 \).

Step2: Apply Distributive Property

Applying the property, \( 8(3x - 4)=8\times3x - 8\times4 \). So the first missing number is 8 and the second missing number is also 8.

Answer:

The first missing number is \( 8 \) and the second missing number is \( 8 \). So the filled - in expression is \( (8)3x-(8)4 = 24 \).