# A 1 2 Bh For H

A 1 2 Bh For H. 2 × a = 1 2 × 2bh. Rearrange by applying inverse operations. Solved Solve for the indicated variable. A = 1/2 bh, for h I from www.chegg.com

A = area of the triangle b = length of base h = height note: Multiply both sides by 2. Web a = (1/2)bh for h, solve for the specified value.

### 2(1 2 ⋅(Bh)) = 2A.

A/b = [1/2bh]/b the 'b's cancel on. Rearrange by applying inverse operations. Multiply both sides by 2.

### Web A = 1/2 (Bh) We Can Write 1/2 (Bh) Like Bh/2 For Easy Reading.

Multiplying both sides of the equation by 2 and we get: Web 2a = bh divide both sides by b since you are solving for h your answer is 2a/b = h upvote • 1 downvote add comment report bill m. Bh = a b h = a divide each term in bh = a b h = a by b b and simplify.

### Web A=\Frac {1} {2}Bh A = 21Bh Choose Topic Examples (X+1)/2+4=7 Factor X^2+5X+6 Integrate Cos (X)^3 More » Restricted Access.

1 2 ⋅(bh) = a 1 2 ⋅ ( b h) = a multiply both sides of the equation by 2 2. They both mean the same thing. Find the error shanice is looking at the figure shown, which shows two.

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H = a b h = a b Web a = (1/2)bh for h, solve for the specified value. A=1/2bh multiply each side by 2 2a = 2*1/2bh 2a = bh divide each side by h 2a/h = bh/h 2a /h = b advertisement.

### It Is For The Area Of A Triangle.

A = area of the triangle b = length of base h = height note: B= length of base of triangle. 0 1306 1 how would you solve this for h?