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The document contains two equations relating variables A and V: V + A = 2V - 2A and V=3A. It then provides an equation relating (A-4) and (V-4) equal to 1/5 and gives values for A (8) and calculates the corresponding value of V (24). It then provides future values for A (20) and the corresponding value of V (36) and calculates the ratio of A/V as 5/9.

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Raj
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44 views1 page

Document

The document contains two equations relating variables A and V: V + A = 2V - 2A and V=3A. It then provides an equation relating (A-4) and (V-4) equal to 1/5 and gives values for A (8) and calculates the corresponding value of V (24). It then provides future values for A (20) and the corresponding value of V (36) and calculates the ratio of A/V as 5/9.

Uploaded by

Raj
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
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V + A = 2V – 2A

V=3A

And

(A-4) / ( V - 4 ) = 1/5

A= 8

So V=24

So after 12 year

A= 20

V= 36

And A / V = 20 / 36

Or A / V = 5 / 9

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