Question

Which of the values satisfy the following in equality? 5M +1 is greater than or equal to four choose all answers that apply

Answer 1

Given the inequality:

`5m+1\leq4`

To evaluate the values of m that satisfies the inequality, we have

`\begin{gathered} 5m+1\leq4 \\ add\text{ -1 to both sides} \\ 5m+1-1\leq4-1 \\ \Rightarrow5m\leq3 \\ divide\text{ both sides by the coefficient of m, which is 5} \\ (5m)/(5)\leq(3)/(5) \\ \Rightarrow m\leq0.6 \end{gathered}`

Hence, the value(s) of m that apply to the inequality in the given options is

`m=0`

The correct option is