Question

A number r is no less than −1.5 and fewer than 9.5

Answer 1

-1.5 ≤ r < 9.5hope it helped

Answer 2

Answer:

The required inequality is: $-1.5\leq r<9.5$

The graph of the inequity is shown in figure 1.

Step-by-step explanation:

Consider the provided information.

Let the number is r.

The number r is no less than -1.5 means the value of r should be greater than or equal to -1.5. This can be written as:

$-1.5\leq r$

A number r is fewer than 9.5 means the value of r should be smaller or less than 9.5, This can be written as:

$r<9.5$

Thus, the combined inequality is: $-1.5\leq r<9.5$

The graph of the inequity is shown in figure 1.

Use closed point at -1.5 as the sign of inequality is "≤" and use open point at 9.5 as the sign of inequality is <.