Question

What is the absolute value of 4(-6)+18/4! ?

Answer 1

Is that \[|4(-6)+\frac{18}{4!}|\] or\[|\frac{4(-6)+18}{4!}|\]?

Answer 2

4*(-6) = -24
18/4 = 4.5
-24+4.5 = -19.5
then take the absolute value which would be 19.5

Answer 3

\[4!=4*3*2*1\]

Answer 4

second one

Answer 5

Then you need to have parentheses around your numerator, or use the equation editor to properly format it. The first one is the meaning of what you wrote...

Answer 6

ok can you help me?

Answer 7

i got -.25 when i put it in the calculator im not 100 % sure its right but you just have to take the absolute value which would be .25 or 1/4

Answer 8

\[|\frac{4(-6))+18}{4!}| = |\frac{-24+18}{4*3*2*1}| = |\frac{-6}{4*3*2*1}| = \]

Answer 9

thanks guys :)