Subtract: 4 2 – 3 + 5 2 – 8 + 7 – 10 18 – 3 – 11 + 5 – 2 2 + 5 2 and hence find the value of expression at p = 1and q = - 1
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Step-by-step explanation:
Subtracting (4p2q−3pq+5pq2−8p+7q−10) from (18−3p−11q+5pq−2pq2+5p2q)
we have,
= (18−3p−11q+5pq−2pq2+5p2q)−(4p2q−3pq+5pq2−8p+7q−10)
= 18−3p−11q+5pq−2pq2+5p2q−
7p2q+3pq−5pq2+8p−7q+10
= 28+5p−78q+8pq−7pq2+p2q
p²q
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