Q: Is this a binomial 3w plus 1?

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Yes

15x+12y+22+3w-2y+3x+14-12+3w original = 15x+3x+12y-2y+3w+3w+22+14-12 group = 18x+10y+6w+24 answer

3w + 12

7+3w-13x

3w + 4e + 7w - e3 = 10w - e

This is an example of the "commutative" property.

given: 4w+(6k-3w)+(2-k)remove parentheses: 4w+6k-3w+2-kcollect like terms: 4w-3w+6k-k+2simplify: w+5k+2

3w - 2 = 2w + 3 Add 2 to both sides: 3w = 2w + 5 Subtract 2w from both sides: w = 5

4y + 3w + 4x + 9y + 7x - 7w (combine like terms)-4w + 11x + 13y

t

w + 2x + 3w - 2xw = 2x + 4w - 2xw, in simplest form

7w+6-10w-2 -3w+6-2 -3w+4