from the sum of 4x^2+3xy-17 and 3x^2-4xy+7, subtract the sum of 7xy-17 and 8x^2-8xy+27
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4x^2+3xy-17+3x^2-4xy+7
7x^2-xy-10
7xy-17+8x^2-8xy+27
8x^2-xy+10
So,
8x^2-xy+10-(7x^2-xy-10)
8x^2-xy+10-7x^2+xy+10
x^2+20
7x^2-xy-10
7xy-17+8x^2-8xy+27
8x^2-xy+10
So,
8x^2-xy+10-(7x^2-xy-10)
8x^2-xy+10-7x^2+xy+10
x^2+20
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