Relations and Functions II
Let F(x)=f(x)+f(x1),w h e r ef(x)=∫tx1+tlogtdt˙
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Convert the following into exponential form:loga(1/a)=−1
The logarithm of 27 to the base 9 is m3. Then the value of m is equal to
Rewrite the following equations in the logarithm from :50=1
If logx49−logx7+logx3431+2=0, then the value of x is equal to
Convert the following into exponential form:log232=5
The value of log0.25 is equal to:
If logx2=−1, then the value of x is equal to