Use the expression 3-7p^2+11(4+n)3−7p 2 +11(4+n)3, minus, 7, p, squared, plus, 11, left parenthesis, 4, plus, n, right parenthesis to find an example of each kind of expression.
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Given : 3-7p²+11(4+n)
To Find : Simplify
Solution:
3-7p²+11(4+n)
Apply distributive property
= 3-7p²+11(4) + 11n
Multiply 11 with 4
= 3-7p²+44 + 11n
rearrange term
= -7p² + 11n + 3 + 44
Add 3 & 44
= -7p² + 11n + 47
3-7p²+11(4+n) = -7p² + 11n + 47
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