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What is the value of 2x^4 / x^3 when x = 0?

Question #152261. Asked by Lottie1001.
Last updated Oct 25 2025.
Originally posted Oct 23 2025 5:06 PM.

TriviaFan22 star
Answer has 0 votes
TriviaFan22 star
14 year member
193 replies

Answer has 0 votes.
First you have to simplify your expression. x^4 / x^3 = x, so the expression is equivalent to 2x. The value of 2x when x = 0 is just 0. (2 * 0 = 0)

2x^4 / x^3 = 2(x^4 / x^3) = 2(x)
2(0) = 0

Oct 23 2025, 9:31 PM
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SixShutouts66 star
Answer has 3 votes
Currently Best Answer
SixShutouts66 star
10 year member
18 replies avatar

Answer has 3 votes.

Currently voted the best answer.
I think a more correct answer is that the limit of (2x^4/x^3) approaches 0 as x approaches 0, but the actual expression is undefined since it involves division by zero. That is, the response above divided x^4 by x^3 or 0/0.

Oct 23 2025, 9:50 PM
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gtho4 star
Answer has 0 votes
gtho4 star
Moderator
26 year member
2427 replies avatar

Answer has 0 votes.

Oct 25 2025, 12:15 AM
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