7x + 10
6(4x + 2)
24x + 12
(x+1)(x+2)
x2+3x+2
x + 4 = 10
x = 6
State the coefficient(s) of the given expression:
4x - 3 + 7z
coefficients: 4 and 7
9y + 6 - y
8y + 6
10(2 + 2k)
20k + 20
(2x+1)(x-2)
2x2-3x-2
3p = 36
p = 12
State the constant of the given expression:
14r - 7 +3z
Constant: -7
14t + 2m - 4t + 6m
8m + 10t
5(-4k + 5m)
-20k + 25m
(3x-1)(x-6)
3x2-19x+6
5x + 10 = 25
x = 3
How many terms does the given expression have?
5x + 3x2 - 2 + 7x3
4 terms
6 + 4x - 2y + 3x - 8 + 2y
7x - 2
9(4r - 3s - 9)
36r - 27s - 81
(3x-6)(2x-7)
6x2-33x+42
7x - 15 = 4x +45
x = 20
Identify the coefficients and constant for the expression:
13 + 7y - 4z + 2p
Coefficients: 7, -4, 2
Constant: 13
7k - 12 - 9k + 10 - 4p
-2k - 4p - 2
-2(8x + 3z - 6)
-16x - 6z + 12
(8x-5)(6x+11)
48x2+58x-55
3(-6x - 5) = 75
x = -5
Identify the number of terms, coefficients and constant for the expression:
-4 - 6w - y + 11x - 8z
Number of terms: 5
Coefficients: -6, -1, 11, -8
Constant: -4