Solve for c. a(b − c)=d
1 answer:
The solution for the equation a(b - c) = d is:
None of the options is correct
The given equation is:
a(b - c) = d
Expand the left hand side of the equation using distributive rule
ab - ac = d
Subtract ab from both sides
ab - ab - ac = d - ab
-ac = d - ab
Multiply both sides by -1
-1(-ac) = -1(d - ab)
ac = ab - d
Divide both sides by a
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(2)
Then, we need to order the equation (1) and to adjust it to the equation (2), so:
So, if we compare these two equations, the conclusion is:
(3)
Substituiting a, b and c into (3):
Finally, the results are two values:
(1)
We need to find a, b and c. So, we know that a quadratic equation is given by:
(2)
Then, we need to order the equation (1) and to adjust it to the equation (2), so:
So, if we compare these two equations, the conclusion is:
(3)
Substituiting a, b and c into (3):
Finally, the results are two values: