To solve the inequality, we will isolate the variable k by performing the necessary operations.
−3(4k + 1) < 15
Expanding the left side:
-12k - 3 < 15
Adding 3 to both sides:
-12k < 18
Dividing both sides by -12 and reversing the inequality:
k > -18/12
Simplifying the fraction:
k > -3/2
Therefore, any value of k greater than -3/2 falls in the solution set of the inequality.
What value falls in the solution set of the inequality −3(4k+1)<15 ?(1 point)
1 answer