1.

If 4.05^(p) = 5.25^(q) , what is the value of (p)/(q) ?

Answer»

<P>`-0.11`
`0.11`
1.19
`1.30`

Solution :Take `LOG _(4.05)` of both SIDES of the equation , getting p = `log _(4.05) 5.25^(Q)` , or `p = q log _(4.05) 5.25` . Dividing both sides by q and changing to base 10 yields `(p)/(q) = (log 5.25)/(log 4.05) ~~ 1.19`


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