Solve each equation. n^{2}+7n-44=0

babeeb0oL 2021-09-22 Answered
Solve each equation.
n2+7n44=0
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Expert Answer

grbavit
Answered 2021-09-23 Author has 109 answers
Step 1
Consider the provided equation,
n2+7n44=0
Solve the provided equation.
We know that the provided equation is quadratic equation.
So, for solving the above equation we apply the quadratic formula.
n1,2=b±b24ac2a
Here a=1, b=7 and c=-44.
Step 2
So, put the above values in the above formula.
n1,2=7±7241(44)21
n1,2=7±1521
n1=7+1521,n2=71521
n=4, n=-11
Hence, the solution the provided equation is n=4, n=−11.
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