PLZ HELP!!!! WILL GIVE BRAINLIEST + WORTH 10 POINTS!!! THX!!!!
2 answers:
Answer:
4
Step-by-step explanation:
=
((6561)x(2^{-5})x(9^{0}))^{-2}x((2^{-2}/3^{3}))^{4}(3^{28})=
(6561)x(1/32)x(9^{0}))^{-2}x((2^{-2}/3^{3}))^{4}(3^{28})=
(6561/32)x(9^{0}))^{-2}x((2^{-2}/3^{3}))^{4}(3^{28})=
(6561/32)x(1)^{-2}x((2^{-2}/3^{3}))^{4}(3^{28})=
(6561/32)^{-2}x((2^{-2}/3^{3}))^{4}(3^{28})=
(1024/43046721)x((2^{-2}/3^{3}))^{4}(3^{28})=
(1024/43046721(/3^{3})^{4}(3^{28})=
(1024/43046721(/27)^{4}(3^{28})=
(1024/43046721(1/108)^{4}(3^{28})=
(1024/43046721(1/136048896)(3^{28})=
(4/22876792454961)x(3^{28})=
4/22876792454961)x(22876792454961)=
4
A neater looking version can be found on https://www.mathpapa.com/algebra-calculator.html
If this answer is correct, please make me Brainliest.
You might be interested in
0.0181 yd/s. To solve this problem you use dimensional analysis. You convert the feet and minutes to yards and seconds by using this process. The units of feet and minutes cancel out, so you are left with yards per second. You should get 0.0180555555 when you multiply and divide everything, but you can just round it to 0.0181 or whatever place your teacher wants.
gives an average cost per unit, if we want to produce x of them.
So for example, we want to produce 500 toy cars for our store, and we need a price per unit (per 1 toy car). What we do is we calculate C(500).
So to calculate the cost of one unit when producing 1250, we calculate C(1250)
Answer