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Select ALL of the values that are solution to the inequality below.


(7x + 6)/(2) \leqslant 3x + 2
​a. x=-3
b. x=-2
c. x=-1
d. x=0
e. x=1
f. x=2
g. x=3

User Jesca
by
8.3k points

1 Answer

11 votes

Answer:


(7x + 6)/(2) \leqslant {3x + 2}\\

a. x=-3

b. x=-2

c. x=-1

d. x=0

e. x=1

f. x=2

g. x=3

Explanation:


(7x + 6)/(2) \leqslant 3x + 2 \\ 7x + 6 \leqslant 2(3x + 2) \\ 7x + 6 \leqslant 6x + 4 \\7x - 6x \leqslant 4 - 6 \\ \boxed {x \leqslant - 2}

All the values that are equal to or less than -2 are the solution of the given inequality i.e.,

x→{-∞,-2]

User Khang Lu
by
7.8k points

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