Respuesta :
Supposing W(max) is the maximum takeoff weight of the cargo plane.
Given:
W(max) = 910,00 lbs.
Find:
W(max) = in ton (t)?
If 1 lb. = 0.0005 ton; then we can express as.
W(max) = 910,00 lbs. x 0.005 t/1 lb.
W(max) = 455 t
Given:
W(max) = 910,00 lbs.
Find:
W(max) = in ton (t)?
If 1 lb. = 0.0005 ton; then we can express as.
W(max) = 910,00 lbs. x 0.005 t/1 lb.
W(max) = 455 t
Answer:
Hi!
The correct answer is tons.
Step-by-step explanation:
To solve this problem, you can to use the rule of three and weight conversion.
- 1 pound → 0.00045 ton
- 910.000 pounds → x tons
Now, you have to multiply 910.000 pounds by 0.00045 tons and divide by 1 pound.
[tex]x = \frac{910.000lb \cdot 0.00045ton}{1lb}[/tex] // lb divided by lb is 1
[tex]x = 412.76 ton [/tex]
The answer is 412.76 tons.