Shrabana G. answered 04/21/20
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Math tutor with Software Engg background
log5m2 = log516
m2 = 16
m = √16 = +4 or -4
log takes positive values so +4
Solve for m: 2 log5 m = log5 16
(A) 14
(B) 8
(C) 4/5
(D) 256
(E) None of the above
I got (B) 8. Would this be the correct answer?
Shrabana G. answered 04/21/20
Math tutor with Software Engg background
log5m2 = log516
m2 = 16
m = √16 = +4 or -4
log takes positive values so +4
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