Name all sets to which each value belongs. (Use R, I, Q, Z, W, N)
√35
R, I
Name the property that justifies the given statement.
(3x ⋅ 4x) ⋅ 5x = 3x ⋅ (4x ⋅ 5x)
Associative (mult)
Simplify:
-3x2y-4⋅5x-6y10
-15y6/x4
Name all sets to which each value belongs. (Use R, I, Q, Z, W, N)
12/15
R,Q
Name the property that justifies the given statement.
3x + 5 = 5 + 3x
Commutative (add)
Simplify:
38x-5y7/2x-10y
19x5y6
Name all sets to which each value belongs. (Use R, I, Q, Z, W, N)
4.333333333....
R, Q
Name the property that justifies the given statement.
3(4x+7y)=12x+21y
Distributive
Simplify:
20x-3y-4/16x-4y-1
5x/4y3
Name all sets to which each value belongs. (Use R, I, Q, Z, W, N)
-6
R,Q,Z
Name the property that justifies the given statement.
6x + 0 = 6x
Identity (add)
Simplify:
(3xy-4)3
27x3/y12
Name all sets to which each value belongs. (Use R, I, Q, Z, W, N)
√400
R,Q,Z,W,N
Name the property that justifies the given statement.
5x ⋅ (1/5x) = 1
Inverse (mult)
(2x-5y4)-3
x15/8y12