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The formula for the area of a triangle is A is equal to 1/2 b times h, where A is equal to area, b is equal to length of the base, and h is equal to the length of the height. So area is equal to 1/2 times the length of the base times the length of the height. Solve this formula for the height. So just to visualize this a little bit, let me draw a triangle here. Let me draw a triangle just so we know what b and h are. b would be the length of the base. So this distance right over here is b. And then this distance right here is our height. That is the height of the triangle-- let me do that at a lower case h because thats how we wrote it in the formula. Now, they want us to solve this formula for the height. So the formula is area is equal to 1/2 base times height. And we want to solve for h. We essentially want to isolate the h on one side of the equation. Its already on the right-hand side. So lets get rid of everything else on the right-hand side. So we can do it-- well, Ill do i

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2:38 5:34 Quadratic Equations: Introduction / Rearranging To Standard Form YouTube Start of suggested clip End of suggested clip So two x becomes minus two x and minus five becomes a positive five now that the quadratic equationMoreSo two x becomes minus two x and minus five becomes a positive five now that the quadratic equation is in its standard form we can identify each of the terms.

The process of expressing w in terms of A and l is called transposition or changing the subject of the formula. The methods used to change the subject of the formula are the same as those used for solving equations.

3:16 13:13 Algebra 1 - Literal Equations and Rearranging Equations - YouTube YouTube Start of suggested clip End of suggested clip In this last example if I have X divided by 2 equals 10 and I want to get X by itself we know weMoreIn this last example if I have X divided by 2 equals 10 and I want to get X by itself we know we would multiply both sides of the equation by 2 to get x equals. 20.

Typically we rearrange equations and formulas by using inverse operations to make one variable the subject of the formula. The subject of the formula is the single variable that is equal to everything else. i.e. the term by itself on one side of the equal sign.

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