Solve the equation for the letter l: a=lw l = aw l equals w over a l = a − w none of the above

Solve the equation for the letter l: a=lw l = aw l equals w over a l = a − w none of the above

Answers

frac{L}{A} =LW ⇒ Multiply both sides by A
frac{LA}{A}=LWA ⇒ The terms 'A' on the LHS cancel each other
L=LWA ⇒ Divide both sides by 'L'
frac{L}{L}= frac{LWA}{L} ⇒ The terms 'L' on the LHS cancel each other to '1' and the terms 'L' on the RHS will also cancel each other
1= WA

The correct answer is the last option = none of the above

L=A/W

Step-by-step explanation:

we have

A=LW

Solve for L means -------> isolate the variable L

so

Divide by W both sides

A/W=LW/W

Simplify

L=A/W

A = lwdivide both sides by w
a/w = l
A/W=L is the answer.
You have to separate the L and the W. So if you divide LW by W, the W will cancel out. But what you do to one side, you must do to the other side. So you have to divide A by W as well. Therefore, L= A divided by W
Solve the equation for the letter l:  a=lw

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