The equation 10x+13=−12 is solved as follows. Supply the correct numbers to complete the solution.(1 point) 10x+13=−12 10x= Subtract 13 from both sides. x= Divide both sides by 10.
Fill in the TWO boxes
The correct numbers to complete the solution are:
-12 - 13 = -25
10/10 = 1
To complete the solution, we need to perform the steps of subtracting 13 from both sides and dividing both sides by 10.
10x + 13 = -12 (Given equation)
10x = -12 - 13 (Subtract 13 from both sides)
10x = -25 (Simplify the right side)
x = -25 ÷ 10 (Divide both sides by 10)
x = -2.5 (Simplify the right side)
To solve the equation 10x + 13 = -12, we need to isolate the variable x on one side of the equation.
Step 1:
Start with the original equation: 10x + 13 = -12.
Step 2:
To eliminate the constant term 13 from the left side of the equation, subtract 13 from both sides: 10x + 13 - 13 = -12 - 13.
This simplifies to: 10x = -25.
Step 3:
Now, to isolate x, divide both sides of the equation by the coefficient 10: 10x/10 = -25/10.
This simplifies to: x = -25/10.
Therefore, the correct numbers to complete the solution are -25 and 10.