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My Answer-:
Let ra,rb be radius of A & B respectively
Given S.A of B is 300% greater then S.A of A
ans:87.5%
surface areas ratio:(r1/r2)^2=100/400 i.e r1/r2=1/2;
volumes ratio is:(r1/r2)^3=(1/2)^3=1/8
the percentage of A compared to B=(1/8)*100=12.5%
∴ Volume of A is 87.5% lower than B.
OR
Surface area of a sphere=4(pi)r^2
Since Surf. area of B=300% of surf. area of A
=> rad. of B=2.*rad. of A
Volume of sphere=4/3(pi)r^3
=>Vol. of B=8* Vol of A
=> Vol. of A is (1-1/8) times lower than Vol. of B
=>Vol of A=87.5% lower than Vol of B.
No(3)
ANS: K=700
EXP
4*PI*R^2=300*4*PI*r^2/100 + 4PI*r^2
=>R^2=4r^2
=>R/r=2
(4/3)PI*R^3=(4/3)PI*r^3[K/100+1]
=>(R/r)^3=[K/100+1]
=>8=[K/100+1]
=>K=700 ANS..
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