Practice problem
How could Luke solve the equation x+3=2x+7x+3 = 2x+7x+3=2x+7? Select all methods that work.
Subtract xxx from both sides, then subtract 777 from both sides, then swap the two sides.
Swap the two sides, then subtract x−7x-7x−7 from both sides.
Subtract 333 from both sides, then subtract 2x2x2x from both sides, then multiply both sides by −1-1−1.
Subtract 2x+32x+32x+3 from both sides, then add x−4x-4x−4 to both sides, then swap the two sides.
Type a concept, like “slope” or “photosynthesis”.