Questions asked by Dilini Peiris
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When #p# is #4<p<=3#, #(x+2)# is a factor of the function #f(x) =x^2(p+1)x +p+4#.
Moreover, #g(x) = xf(2x)  f(x  1/3) +2/3x#.
Determine the factors of #g(x)# without finding #f(2x)# and #f(x1/3)#?

How to convert CH3CHBrCH3 into CH3CHOHCH2Br ?

The difference between two multiples of ten is 330. The total of them is 710. What are the two numbers?