if log 75 =y and log 25 =x then find log 2 in terms of x and y
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y=log75,
= log(25×3)= log25+log3= x+log3
y= x+log(2+1)
y-x= log2+log1
y-x= log2+0×log1
log2=y-x
y=log75,
= log(25×3)= log25+log3= x+log3
y= x+log(2+1)
y-x= log2+log1
y-x= log2+0×log1
log2=y-x
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