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If a and b are positive numbers, then f(a) + f(b) is equivalent to A f(a+b) B a+b C f(ab)
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If a and b are positive numbers, then f(a) + f(b) is equivalent to A f(a+b) B a+b C f(ab)
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Apr 24, 2019
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If a and b are positive numbers, then f(a) + f(b) is equivalent to
A f(a+b)
B a+b
C f(ab)
Mathematics
middle-school
Manbus
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Manbus
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The answer is a because if fa t fb is equivalent to an answer choice a is the same method just rewritten as a+b times 4 another way to help you is just to fill the letters in with numbers its choice a your welcome :]
Murakami
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Apr 26, 2019
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Murakami
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I think the answer will be A f(a+b), because it is f(a) + f (b) , not f(a) *f (b). So it is not C. And B is impossible. :)
Brad Jones
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Apr 29, 2019
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