Solve each equation. n^{2}-13n+36=0

glamrockqueen7

glamrockqueen7

Answered question

2021-10-27

Solve each equation. n213n+36=0

Answer & Explanation

Tuthornt

Tuthornt

Skilled2021-10-28Added 107 answers

Step 1
An equation can be defined as a mathematical statement consisting of an equal symbol between two algebraic expressions that have the same value. The most basic and common algebraic equations in math consist of one or more variables.
Step 2
The given equation is n213n+36=0. Simplify the equation and write it in factored form by taking the common terms out and then find solution for the variable n as follows;
n213n+36=0
n24n9n+36=0
n(n9)9(n4)=0 ................... Take the common terms out.
(n9)(n4)=0 .................... Factored the factors.
(n9)=0 or (n4)=0 ............ Seperate the factors.
n=9 or n=4
Hence, the solution for the given equation n213n+36=0 is n=4 or 9.

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