Math  /  Algebra

QuestionIdentify the equation that demonstrates the associative property of multiplication: f(gh)=(fg)hf \cdot(g \cdot h)=(f \cdot g) \cdot h.

Studdy Solution
The third equation, f(gh)=(fg)hf \cdot(g \cdot h)=(f \cdot g) \cdot h, matches the form of the associative property of multiplication, (ab)c=a(bc)(a \cdot b) \cdot c = a \cdot (b \cdot c), and is therefore an example of the associative property.
The equation that shows the associative property of multiplication is f(gh)=(fg)hf \cdot(g \cdot h)=(f \cdot g) \cdot h.

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