If a/b= 4/5 and b/c= 15/16 then c^2+a^2/c^2-a^2 = K. Find smallest integer value of 7K.
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Answer:
a/c=3/4
a=3c/4
put value of a
hence
c^2 +9/16-9c^2/16
taking LCM
(16c^2+9-9c^2) /16
7c^2+9=16k
fork to be mini. c=-1
or c=1
hence k=1
then
7k =7
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