How do you solve a quadratic equation containing

Santos Mooney

Santos Mooney

Answered question

2022-04-10

How do you solve a quadratic equation containing a negative power?
n24+6n=0

Answer & Explanation

annie996k88v

annie996k88v

Beginner2022-04-11Added 11 answers

Step 1
You need to solve for n the cubic equation
n34n+6=0
Just follow the steps given here with a=1, b=0, c=4 and d=6 You will get
Δ=716p=4q=6
So, only one real root.
To get it, use the hyperbolic method and get
n=43cosh(13cosh1(938))
=2.52510225481432
Videoad3u

Videoad3u

Beginner2022-04-12Added 15 answers

Step 1
First, you have to multiply by n, obtaining:
n34n+6
Now you can use the cubic formula, obtaining the only real solution x=2.5251022548143

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