How many roots does the equation -2x^3=0 have? 3 2 1 0
Mathematics · High School · Thu Jan 21 2021
llm
Answered on
Given:
-2x^3 = 0
Determine how many roots does the equation have.
Solution:
In order to determine how many roots does the equation have, we simply need to solve for x, to do so, we start by dividing both sides by -2.
-2x^3 = 0
-2x^3/-2 = 0/-2
x^3 = 0
Since we have 0 on the other side of the equation that means that the root will be 0.
Final answer:
1 root = 0