Answer:
Let's solve for w.
−8(5−4x)+6wx=4w−9
Step 1: Add -4w to both sides.
6wx+32x−40+−4w=4w−9+−4w
6wx−4w+32x−40=−9
Step 2: Add -32x to both sides.
6wx−4w+32x−40+−32x=−9+−32x
6wx−4w−40=−32x−9
Step 3: Add 40 to both sides.
6wx−4w−40+40=−32x−9+40
6wx−4w=−32x+31
Step 4: Factor out variable w.
w(6x−4)=−32x+31
Step 5: Divide both sides by 6x-4.
w(6x−4)
6x−4
=
−32x+31
6x−4
w=
−32x+31
6x−4
Answer:
w=
−32x+31
6x−4
Step-by-step explanation:
