Identify the terms, coefficients, variables, and constants in the following expression:
3x^3 - 4x^2 + 3y - 16
Terms: 3x ^3 -4x^2 3y -16
Coefficients: 3 -4 3
Variables: x^3 x^2 y
Constants: -16
(n + 8) + (n - 12)
2n -4
(-2 g + 7) - (g + 7)
-3g
3(x ^2 +4x+5)
3x ^2 +12x+15
Factor
4x+12
4(x+3)
Simplify the expression
4y + 6 + 3x - 4y + 3x + 5
6x + 11
(2x - 7) + (5x -11)
7x - 18
(6d +5) - (2 - 3d)
9d + 3
−2(5y ^2 −3y+4)
-10y^2 + 6y - 8
6x - 18
3(2x - 6)
Simplify the expression
1/2 x + 3 + 3 1/2 x - 1
4x + 2
DAILY DOUBLE (PEW PEW PEW!)
(-3.5 k + 8) + (3k + 21.2)
-0.5 k + 29.2
(2n - 9) - (2.4n + 4)
-0.4n - 13
1/2 (6a ^2 +8a−10)
3a ^2 +4a−5
1/3x + 12
1/3 (x + 4)
Simplify the expression:
-2/3 x - 7/3 + 12x + 3/5
34/3 x - 26/15
(-7.2 x + 4) + (1/4 x - 15)
6.95 x - 11
(1- 5q) - (2.5 s + 8) - (0.5 q + 6)
4.5 q - 2.5s - 13
−4( 1/3 x ^3 − 2/5 x ^2 + 3/4 )
− 4/3 x ^3 + 8/5 x ^2 −3
2x^2 - 8x + 6
2(x ^ 2 −4x+3)
Simplify the expression
5.6 x - 5 - 6.5 x + 14
-0.9 x + 9
(7/4 x - 5) + (2y - 3.5) + (-1/4 x + 5)
7/2 x - 3.5
( 3/4 x ^2 + 1/2 x− 5/8 )−( 1/4 x ^2 − 3/4 x+ 1/8 )
1/2 x^2 + 5/4 x - 3/4
DAILY DOUBLE (PEW PEW PEW!)
1/3 (3x^2 + 9) + 1/4 (8x^2 - 16)
3x^2 -1
Factor by the coefficient of the variable term
6x ^ 2 +18
6(x+3)