Respuesta :
You have to us certain properties of equality to solve the equation ab-c = 9.
In order to solve for c, find a way to isolate it from the other constants or variables inside the equation.
By additive property:
c+ab-c = 9 +c
Transpose the constant 9:
c = ab-9
Therefore, c is equal to ab - 9
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In order to solve for c, find a way to isolate it from the other constants or variables inside the equation.
By additive property:
c+ab-c = 9 +c
Transpose the constant 9:
c = ab-9
Therefore, c is equal to ab - 9
I hope my answer has come to your help. Thank you for posting your question here in Brainly.
Answer:
The equation involving three variable and one constant is
a b - c = 9
Adding , c on both sides
→ a b - c + c = 9 +c
→ a b = 9 + c
Subtracting ,9 from both sides
→a b -9 = 9 +c -9
→a b - 9 = c + 9-9→ [ Used associative property of addition, (a + b)+c=b +(a+c)]
→ a b -9 =c
c= a b - 9