The discussion revolves around solving for X in a complex physics equation related to average velocity and distance traveled by a backpacker. The original poster presents an equation derived from a real-world scenario involving motion in opposite directions.
Some participants have provided hints to guide the original poster in manipulating the equation, such as multiplying by the denominator and gathering terms. The discussion is ongoing, with multiple interpretations of the steps being explored.
Participants note the importance of showing work and adhering to forum rules regarding homework help. The original problem involves specific velocities and distances, which are crucial to understanding the context of the equation.
pookisantoki said:I'm having trouble solving for X for one of my physics homework
1.09= ([5580-x]/[2426.0867+(x/.430)])
Please help! Thank you
pookisantoki said:Sorry, it probably just looked like i wanted an answer but this was my set up for a problem that went like this and I just had problem trying to figure out how to solve for X. Like where to go after setting it up
This was the problem:
In reaching her destination, a backpacker walks wiwth an average velocity of 1.09 m/s, due west. This average velocity results, because she hikes for 5.58km with an average velocity of 2.30m/s due west, turns around, and hikes with an average velocity of .430 m/s due east. How far east ddid she walk (in km)
So you said to multiply both side by .430 or this whole thing [2426.0867+(x/.430)]?
pookisantoki said:K so I multipled it
1.09 * (2426.0867 + (x/.430))=5580-x
2644.4345+ (1.09x/.4687)=5580-x
If i was to subtract 5580 on with side and switch -x to +x., What about the X on the other side?