# Solve for d 6-3/4d=-3 6-34d=-3
Simplify each term.
Combine d and 34.
6-d⋅34=-3
Move 3 to the left of d.
6-3d4=-3
6-3d4=-3
Move all terms not containing d to the right side of the equation.
Subtract 6 from both sides of the equation.
-3d4=-3-6
Subtract 6 from -3.
-3d4=-9
-3d4=-9
Multiply both sides of the equation by -43.
-43⋅(-3d4)=-43⋅-9
Simplify both sides of the equation.
Simplify -43⋅(-3d4).
Cancel the common factor of 4.
Move the leading negative in -43 into the numerator.
-43⋅(-3d4)=-43⋅-9
Move the leading negative in -3d4 into the numerator.
-43⋅-3d4=-43⋅-9
Factor 4 out of -4.
4(-1)3⋅-3d4=-43⋅-9
Cancel the common factor.
4⋅-13⋅-3d4=-43⋅-9
Rewrite the expression.
-13⋅(-3d)=-43⋅-9
-13⋅(-3d)=-43⋅-9
Cancel the common factor of 3.
Factor 3 out of -3d.
-13⋅(3(-d))=-43⋅-9
Cancel the common factor.
-13⋅(3(-d))=-43⋅-9
Rewrite the expression.
-1⋅(-d)=-43⋅-9
-1⋅(-d)=-43⋅-9
Multiply.
Multiply -1 by -1.
1⋅d=-43⋅-9
Multiply d by 1.
d=-43⋅-9
d=-43⋅-9
d=-43⋅-9
Simplify -43⋅-9.
Cancel the common factor of 3.
Move the leading negative in -43 into the numerator.
d=-43⋅-9
Factor 3 out of -9.
d=-43⋅(3(-3))
Cancel the common factor.
d=-43⋅(3⋅-3)
Rewrite the expression.
d=-4⋅-3
d=-4⋅-3
Multiply -4 by -3.
d=12
d=12
d=12
Solve for d 6-3/4d=-3

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