Question

2^5p/2^p=5root2^20 find the value of p
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Answer 1

Answer:

p=1/4{(log5/log2)+10}

Step-by-step explanation:

2^5p/2^p=5root2^20

or, 2^(5p-p)=5×2^(20×1/2)

or, 2^4p=5×2^10

or, 2^4p/2^10=5

or, 2^(4p-10)=5

or, log{2^(4p-10)}=log5

or,(4p-10)log2=log5

or,4p-10=log5/log2

or,4p=(log5/log2)+10

0r,p=1/4{(log5/log2)+10}