SOLUTION: Trying to complete a Wind Speed word problem. I know I need to use the distance formula D=rt but am not sure what to plug in where. The question is: An executive flew to a meeti

Algebra.Com
Question 283147: Trying to complete a Wind Speed word problem.
I know I need to use the distance formula D=rt but am not sure what to plug in where. The question is: An executive flew to a meeting in a city 1500k away. After traveling the same amount of time on the return flight, the pilot mentioned that they still had 300k to go. The air speed of the plane is 600k per hour. How fast was the wind blowing? (Assume the wind direction was parallel to the fligh path and constant all day.)

Answer by richwmiller(17219)   (Show Source): You can put this solution on YOUR website!
d=r*t
d=(r+w)*t
1500=(600+w)*t
1500-300=(600-w)*t
t = 9/4, w = 200/3
The problem is unclear about what the air speed of the plane means. Is that the speed of the plane with the drag of the wind or the speed of the plane without wind. I calculated it as the speed of the plane without any wind.

RELATED QUESTIONS

I hope you can help me. I am having a little trouble with this word problem. " A ski... (answered by checkley71)
I am trying to figure out the formula I need to use for the following math word... (answered by nerdybill)
I am trying to graph a function and I understand how to solve it. What I do not... (answered by stanbon)
Wendy took a trip from Davenport to Omaha, a distance of 300mi. She traveled part of the... (answered by MathTherapy)
A six passenger plan cruises at 180 mph in calm air. If the plane flies 7 miles with the... (answered by jim_thompson5910)
Please help me solve this word problem. I know the basic formula is rt=d but i don't know (answered by solver91311,josmiceli,Edwin McCravy)
Please help with the following word problem. "Trains at each end of the 50.0-km long... (answered by josmiceli)
I'm not sure what category this word problem would fall into but I picked this one... (answered by ankor@dixie-net.com)
A plane filies 465 miles with the wind and 345 miles against the wind in the same length... (answered by ptaylor)