Question

distance?

Answer 1

\[\large3[\text{h}]=350[\text{hamburgers]}\\\,\\
\large W=8[\text h]/[\text d]\times5[\text d]/[\text w]\\\,\\
\large P=440.34[$]/2[\text w]\]

Answer 2

\[10^6[$]\approx n[\text{hamburgers}]\]

Answer 3

\[n\approx 10^6[$]/[\text{hamburgers}]\]

Answer 4

10^6=1,000,000=million

Answer 5

maybe we can do this first,

simplify the work done \[W=8[\text h]/[\text d]\times5[\text d]/[\text w] =...[\text h]/[\text w]\]

Answer 6

all in one go?

Answer 7

mathstudent55's done it the proper way, i was trying to do this problem the insideout way ,,

Answer 8

The question is how many burgers will be sold to make $1,000,000.
Since the goal is $1,000,000, I started with that number, and converted until the unit came out in burgers.

Answer 9

yes, I got your answer

Answer 10

yes

Answer 11

You need to convert $1,000,000 into number of burgers.
So you start with $1,000,000 and work it into burgers by conversion factors.

Answer 12

Ok, but pls start a new post

Answer 13

\[\{\text{rate}\}R=\frac{350[\text{hamburgers]}}{3[\text{h}]}\\\,\\
\{\text{work}\}W=8[\text h]/[\text d]\times5[\text d]/[\text w]\\\,\\
\{\text{pay}\}=P=440.34[$]/2[\text w]\\\,\\
\{\text{amount}\}=A=10^6[$]\]

\[\{\text{amount}\}=\frac{\{\text{pay}\}}{\{\text{work}\}\times\{\text{rate}\}}\]\[A=P\div (W\times R)\]

\[\{\text{amount}\}\div\{\text{pay}\}\times\{\text{work}\}\times\{\text{rate}\}=1\]\[A\div P\times W\times R=1\]