y6
The expression (4y + 5 + 3y) consists of two terms involving the variable (y) and one constant term. The terms involving (y) are (4y) and (3y), which can be combined to give (7y). The constant term is (5). Therefore, the simplified expression is (7y + 5).
10x+4y+11xy
8x plus 4y equals 5 is 8x + 4y = 5.
It is the same as: 6x+4y
4y+6+9=4y+15
x+4y+7
Choice A. Polynomial is a trinomial with a constant term 7.
6-2x-8+3+12x+4y 10x+4y+1 Note that - -3 = +3 and that - -4y = +4y
In order to combine terms, the variable(s) must be the same and the exponent(s) must be the same on the variables. Since you have an x2 term, x term, xy term and y term, none of the terms can be combined. So, the answer is: x2 + 4x + xy + 4y. The only thing you could do in this problem is to factor out a 4 from the 4x & 4y so another way to write this is: x2 + xy + 4(x + y).
10x+4y+11xy
8x plus 4y equals 5 is 8x + 4y = 5.
-7y + 4y = -3y
-y + -4y = -5y
-4x + 4y = 1
4y + 10 = 22 4y - 10 - 10 4y=12 4y 4y 4y=3
It is the same as: 6x+4y
4y+6+9=4y+15