.'.'.'. MEDAL AND FAN!! .'.'.'. Translate and solve the algebraic statement for the inequality described below: “The quotient of a number (n) and negative-15 is less than 30.” n 2 n negative-450 n 225 n

Question

.'.'.'. MEDAL AND FAN!! .'.'.'.

Translate and solve the algebraic statement for the inequality described below:

“The quotient of a number (n) and negative-15 is less than 30.”

n > 2

n > negative-450

n > 225

n < 450

anonymous · Answer

@iGreen

anonymous · Answer

@Joel_the_boss

igreen · Answer

$\dfrac{n}{-15} < 30$

Is that what it looks like?

anonymous · Answer

I guess, it looks good

igreen · Answer

$\dfrac{n}{-15} < 30$

Multiply -15 to both sides of the equation:

x < -450

igreen · Answer

Sorry that's n < -450..but I don't see the option.

anonymous · Answer

well theres n<450

igreen · Answer

Yeah but you have to multiply -15 * 30..which is -450..not 450.

joel_the_boss · Answer

but is says less that which can mean the same as <

igreen · Answer

I know that..that's why I put n < -450

igreen · Answer

Just go with n < 450..maybe it's a typo..

anonymous · Answer

k, thanks

anonymous · Answer

what about n>450?

igreen · Answer

That's n > -450, which is false..you only switch the sign when you DIVIDE by a negative number..but you multiplied.

anonymous · Answer

k