Question

question
enter the missing values in the area model to find 8(10b + 6)
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Explanation:

Step1: Identify the area model parts

The area model is for \(8(10b + 6)\). We already have one part as \(80b\) (which is \(8\times10b\)). Now we need to find the other part, which is \(8\times6\).

Step2: Calculate the missing value

Calculate \(8\times6 = 48\).

Answer:

The missing value in the area model (the lower rectangle) is \(48\), and the expression \(8(10b + 6)\) expands to \(80b + 48\). So the missing value to fill in the lower box is \(48\).