The storage space required is given by the function P(N) = 4000 √N, where N is the number of boxes used. Find the percentage change in storage if the number of boxes is increased by 1%.(a) 0.75% (b) 0.25% (c) 0.5% (d) 1% (e) 2%

harshil102

 Profile Answers by harshil102 Questions by harshil102

• Sep 14th, 2010

P(N) = 4000 √N.......taking n=16..P(N) = 4000 √16=16000..just assume. increasing n by 1%.....so n=16.16deb p(n)=4000*√16.16=16080....dividing 1680=.099=1so ans is 1

ankursinghlucknow

 Profile Answers by ankursinghlucknow Questions by ankursinghlucknow

• Jun 15th, 2010

I guess some ppl have mis-interpreted the question.. well anyways acc. 2 me 1- IF p(n)=4000/n then ans=1%(as solved in above posts) 2- IF p(n)=4000 √n then,% change=(4000 √n - 4000 √...

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