Step 1: Find the algebraic expression whose square gives the first term.
Step 2: Add the divisor and quotient .To this sum add a suitable expression and add the same expression in the quotient such that the product gives the next term.
Step 3: Continue the process until all the terms are divided.
We rearrange the equation in the increasing order of power of x.
The polynomial becomes 36–60x + 109x2 + bx3 + ax4
Since it is a perfect square the remainder is 0
a = 49, b = –70
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