Question

all that work to find out how many dune buggies can be built...
on the prior screen you calculated that you have
10 wheels
10 seats
1 engine
200 sets of controls.
4 wheels + 1 seat + 1 engine + 1 controls → 1 dune buggy
how many dune buggies can be built from these components?

Explanation:

Step1: Calculate the number of buggies based on wheels

Since each buggy needs 4 wheels, the number of buggies based on wheels is $\frac{10}{4}=2.5$. But we can't have a fraction of a buggy, so we take the integer part, which is 2.

Step2: Calculate the number of buggies based on seats

Each buggy needs 1 seat. With 10 seats, the number of buggies based on seats is $\frac{10}{1} = 10$.

Step3: Calculate the number of buggies based on engines

Each buggy needs 1 engine. With 1 engine, the number of buggies based on engines is $\frac{1}{1}=1$.

Step4: Calculate the number of buggies based on controls

Each buggy needs 1 set of controls. With 200 sets of controls, the number of buggies based on controls is $\frac{200}{1}=200$.

Answer:

1 (because the engine is the limiting factor. We can only build as many buggies as we have engines, even though we have more wheels, seats, and controls)