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Suppose that n is a positive number and Log10 n = q. Which expression always equals the value of Log10 n^2?

Suppose that n is a positive number and Log10 n = q. Which expression always equals the value of Log10 n^2?
asked 137k views
1 vote
Suppose that n is a positive number and Log10 n = q. Which expression always equals the value of Log10 n^2?

asked
User Yovanka
by
7.4k points

1 Answer

4 votes

2q

Answer:

solution given:


log_(10) n=q

now


Log_(10 )n^2=?

by using property of logarithms


log_(a) n^p=p log_(a)n

now


Log_(10 )n^2=2 Log_(10 )n

=2q

since
log_(10) n=q

Explanation:

answered
User Manuel Spezzani
by
8.3k points
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