Solve for A A=1/2*(h(B+b)forh)

Math
A=12⋅(h(B+b)forh)
Multiply h by h by adding the exponents.
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Move h.
A=12⋅(h⋅h(B+b)for)
Multiply h by h.
A=12⋅(h2(B+b)for)
A=12⋅(h2(B+b)for)
Apply the distributive property.
A=12⋅((h2B+h2b)for)
Apply the distributive property.
A=12⋅((h2Bf+h2bf)or)
Apply the distributive property.
A=12⋅((h2Bfo+h2bfo)r)
Apply the distributive property.
A=12⋅(h2Bfor+h2bfor)
Apply the distributive property.
A=12(h2Bfor)+12(h2bfor)
Multiply 12(h2Bfor).
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Combine h2 and 12.
A=h22(Bfor)+12(h2bfor)
Combine B and h22.
A=Bh22(for)+12(h2bfor)
Combine f and Bh22.
A=f(Bh2)2(or)+12(h2bfor)
Combine o and f(Bh2)2.
A=o(f(Bh2))2r+12(h2bfor)
Combine o(f(Bh2))2 and r.
A=o(f(Bh2))r2+12(h2bfor)
A=o(f(Bh2))r2+12(h2bfor)
Multiply 12(h2bfor).
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Combine h2 and 12.
A=o(f(Bh2))r2+h22(bfor)
Combine b and h22.
A=o(f(Bh2))r2+bh22(for)
Combine f and bh22.
A=o(f(Bh2))r2+f(bh2)2(or)
Combine o and f(bh2)2.
A=o(f(Bh2))r2+o(f(bh2))2r
Combine o(f(bh2))2 and r.
A=o(f(Bh2))r2+o(f(bh2))r2
A=o(f(Bh2))r2+o(f(bh2))r2
Remove parentheses.
A=ofBh2r2+ofbh2r2
Simplify the expression.
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Move B.
A=ofh2rB2+ofbh2r2
Move o.
A=fh2orB2+ofbh2r2
Move o.
A=fh2orB2+fbh2or2
Reorder f and b.
A=fh2orB2+bfh2or2
A=fh2orB2+bfh2or2
Solve for A A=1/2*(h(B+b)forh)

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