What is the answer to B=log_{2}(16)+log_{3}(27)+log_{5}(625) ?

The answer to B=log_{2}(16)+log_{3}(27)+log_{5}(625) is B=11

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B=log_{2}(16)+log_{3}(27)+log_{5}(625)

B = lo g_{2} (16) + lo g_{3} (27) + lo g_{5} (625)

B = 11

Solution steps

B = lo g_{2} (16) + lo g_{3} (27) + lo g_{5} (625)

Simplify

lo g_{2} (16) + lo g_{3} (27) + lo g_{5} (625) : 11

B = 11

15 x + 6 = 6 x - 8

2 x + 5 = - 25

2 x + 5 = - 11

\frac{1}{5} t = 10

x, 6 x - 3 y = 5

What is the answer to B=log_{2}(16)+log_{3}(27)+log_{5}(625) ?
The answer to B=log_{2}(16)+log_{3}(27)+log_{5}(625) is B=11
Solve for B: B=log_{2}(16)+log_{3}(27)+log_{5}(625)
The solution is B=11