V = lwh, for l

Daniaal Sanchez

Daniaal Sanchez

Answered question

2021-01-10

V = lwh, for l

Answer & Explanation

2k1enyvp

2k1enyvp

Skilled2021-01-11Added 94 answers

We are given: V=lvh
Divide both sides by wh: Vwh=lwhwh
Vwh=l
l=Vwh

RizerMix

RizerMix

Expert2023-06-11Added 656 answers

Step 1: Write down the given equation:
V=lwh
Step 2: Divide both sides of the equation by wh to isolate l:
Vwh=l
Therefore, the equation V=lwh solved for l is:
l=Vwh
In this equation, l represents the length, w represents the width, and h represents the height of a rectangular object or volume. By dividing the volume V by the product of the width w and height h, we can find the length l of the object.
Don Sumner

Don Sumner

Skilled2023-06-11Added 184 answers

To solve the equation V=lwh for l, we need to isolate l on one side of the equation.
First, divide both sides of the equation by wh:
Vwh=l
Therefore, the solution for l is:
l=Vwh
Vasquez

Vasquez

Expert2023-06-11Added 669 answers

We start with the given equation:
V=lwh
To solve for l, we need to isolate it on one side of the equation. We can do this by dividing both sides of the equation by ''wh'':
Vwh=lwhwh
This simplifies to:
Vwh=l
Hence, the solution to the equation is:
l=Vwh

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