if a+c= 2b and y^2=xz then prove that
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if a+c= 2b and y^2=xz then prove that : what
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Step-by-step explanation:
ax=by=>a=byx
by=cz=>c=byz
b2=ac=byx∗byz=byx+yz
Since the base are same, powers must be equal.
=>2=yx+yz=y∗(1x+1z)=y(x+z)xz
=>y=2xzx+z
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