Question

Which inequality does not have the solution {x| x > 5}?
a)−4x<−20
b)6x<30
c)1/4x>5/4
d)−3/5x<−3

Answer 1

Turn the sign into and equal sign
14+x=3
Subtract 14 from both sides
x=-11

Answer 2

*an

Answer 3

\[x \le -11\]

Answer 4

thank you this helped me alot! Would you mind helping me with another one?

Answer 5

Ok

Answer 6

Which inequality does not have the solution {x| x > 5}? \[a) -4x < -20 \]
\[b) 6x < 30\]
\[c) 1/4x > 5/4 \]
\[d) -3/5x < -3\]

Answer 7

a. \[-4x < -20\]\[\frac{ -4x }{ -4 } > \frac{ -20 }{ -4 }\]\[x > 5\]b.\[6x < 30\]\[\frac{ 6x }{ 6 } < \frac{ 30 }{ 6 }\]\[x < 5\]c\[\frac{ x }{ 4 } > \frac{ 5 }{ 4 }\]\[\frac{ 4x }{ 4 }> \frac{ 4 \times 5 }{ 4 }\]\[x > 5\]d. \[\frac{ -3x }{ 5 } < -3\]\[\frac{ 5 \times -3 x }{ -3 \times 5 } > \frac{ 5 \times -3 }{ -3 }\]\[x > 5\]

Answer 8

so is it a?

Answer 9

Look for the one that doesn't have x > 5

Answer 10

oh i thought it was suppose to have that lol

Answer 11

you have helped me a lot thank you

Answer 12

You're welcome