Answer:
-4
Step-by-step explanation:
<u>→Distribute the -1 to (x - 1):</u>
(x - 5) - (x - 1)
x - 5 - x + 1
<u>→Add like terms (x and -x, -5 and 1):</u>
-4
3q + 11 + 8q > 99
Simplify
11q + 11 > 99
Subtract 11 on both sides
11q + 11 - 11 > 99 - 11
11q > 88
Divide 11 on both sides.
q > 8
Your final answer is C. q > 8<span>.</span>
I 2 x - 3 I + 5 = 4
Isolate absolute :
I 2 x - 3 I = 4 - 5
I 2 x - 3 I = -1
Absolutes cannot be negative
No solution for x ∈ R
hope this helps!
The answer is "yes" for all integers.
This property is mainly used to either simplify the expressions or to group alike terms together. It is applicable only for operations of addition and multiplication.
Examples:
57x + 94 xy = x (57+94y)
2ab - 6abc = 2ab (1-3c)