How to find the solution to an inequality with multiplication

Practice Questions

SAT Math › How to find the solution to an inequality with multiplication

Questions

8

1

We have , find the solution set for this inequality.

2

If –1 < n < 1, all of the following could be true EXCEPT:

3

Fill in the circle with either $<$ , $>$ , or $=$ symbols:

$(x-3)\circ\frac{x^2-9}{x+3}$ for $x\geq 3$ .

4

Give the solution set of this inequality:

$|-4x+ 17| \ge 67$

5

Find the maximum value of , from the system of inequalities.

$y\geq 2$

$4x+5\geq y+3$

$1\leq x\leq5$

6

What value must take in order for the following expression to be greater than zero?

$\frac{3}{k}-\frac{5}{7}$

7

(√(8) / -x ) < 2. Which of the following values could be x?

8

Solve for x

$\small 3x+7 \geq -2x+4$

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