Solve for the Unknown; Equations and Inequalities; A 4a Solving literal equations - doe virginia 2025

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solution Step 1: Isolate a variable. The variable y is already isolated in the first equation. Step 2: Plug the result of Step 1 into the other equation and solve for one variable. Step 3: Plug the result of Step 2 into one of the original equations and solve for the other variable. Step 4: State the solution.
3:48 4:54 Negative 2 times 4x is negative 8x. Negative 2 times y is negative 2y. Second step is to get rid ofMoreNegative 2 times 4x is negative 8x. Negative 2 times y is negative 2y. Second step is to get rid of the 8x. By adding them to both sides. Since 8x is not like terms with the 4 I just put it aside.
1:35 2:30 A minus H. Over 4 * D. I hope that was helpful Thanks for watching. And remember kindness multipliesMoreA minus H. Over 4 * D. I hope that was helpful Thanks for watching. And remember kindness multiplies kindness Be kind to someone today .
1:13 1:44 We need to divide both sides by x simplifying on the left x divided by x simplifies to one one timesMoreWe need to divide both sides by x simplifying on the left x divided by x simplifies to one one times y is y. We have y equals r divided by x the equation is now solved for y.
A literal equation is one that has several letters or variables. Examples include the area of a circle (A=r2) and the formula for speed (v=Dt). In this section we solve literal equations in terms of one variable.

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Steps to solve literal equations are: Identify the variable that you want to have alone. Treat all other variables/letters as numbers. Add, subtract, or multiply by a variable. You can also divide by a variable as long as it is never zero. Use all of the rules of algebra that we use to solve algebraic equations.

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