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The number line below represents the solution set to which inequality?
A.
16+x < 23
B.
5x >= 35
C.
x-3 <= 4
D.
(x)/(2) > 3.5
CManeuvering the Middle LLC, 20

$6$ . The number line below represents the solution set to which inequality? $\newline$ A. $16+x<23$ $\newline$ B. $5 x \geq 35$ $\newline$ C. $x-3 \leq 4$ $\newline$ D. $\frac{x}{2}>3.5$ $\newline$ CManeuvering the Middle LLC, $20$

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Estimate products of mixed numbers

Full solution

Q.

6

. The number line below represents the solution set to which inequality?

\newline

A.

16+x<23

\newline

B.

5 x \geq 35

\newline

C.

x-3 \leq 4

\newline

D.

\frac{x}{2}>3.5

\newline

CManeuvering the Middle LLC,

20

Solve Inequality A: First, let's solve inequality A: $16 + x < 23$ . Subtract $16$ from both sides to isolate $x$ : $x < 23 - 16$ . Calculate: $x < 7$ .
Solve Inequality B: Now, solve inequality B: $5x \geq 35$ . $\newline$ Divide both sides by $5$ to isolate $x$ : $x \geq \frac{35}{5}$ . $\newline$ Calculate: $x \geq 7$ .
Solve Inequality C: Next, solve inequality C: $x - 3 \leq 4$ . Add $3$ to both sides to isolate $x$ : $x \leq 4 + 3$ . Calculate: $x \leq 7$ .
Solve Inequality D: Finally, solve inequality D: $\frac{x}{2} > 3.5$ . Multiply both sides by $2$ to isolate x: $x > 3.5 \times 2$ . Calculate: $x > 7$ .

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