Please help check my answer.
Wait so where's your answer?
The direction of the resultant force is 60 degrees and the magnitude of the resultant force is 129.90 pounds.
Goldie, the work you have done demonstrates that you have a good grasp of this material. Both the magnitude of your resultant force and the angle this force makes with the horiz. look appropriate. My first thought, when I saw your post, was that a sketch might help you check your own answer. Perhaps others on OpenStudy would be willing to do the entire problem themselves to be able to tell you whether you're right or wrong. I just don't have the time or energy to do that now. However, were you in any doubt about any part of your solution, and you mention just that one part, I'd be more than willing to take a look and give you feedback.
Thank you. Yes I was hoping someone would go through the whole problem. No worries though I understand, this problem is pretty long. Thanks again for giving it a look!
on the line that has `z = x + y = <64.95, 112.5>` The value 64.95 is incorrect
I think I know where you got it from 75*cos(150) = 75*(-sqrt(3)/2)=-64.951905283833
Oh, is the answer supposed to be negative?
I keep getting the same answer haha
x = 150[cos(30 deg), sin(30 deg)] = <129.90, 75> y = 75[cos(150 deg), sin(150 deg)] = <-64.951905283833, 37.5> now add vectors x and y to get vector z
show me what you get for vector z
<64.95, 37.5>
Sorry i made a mistake
<64.95, 112.5>
What mistake did I make?
15*cos(30) = 12.9903810567666 75*cos(150) = -64.951905283833 12.9903810567666 + (-64.951905283833) = -51.9615242270664 So -51.9615242270664 should be the x coordinate of vector z
oh wait, I messed up
150*cos(30) = 129.903810567666 75*cos(150) = -64.951905283833 129.903810567666+(-64.951905283833) = 64.951905283833 never mind, you had it correct all along. It was my mistake
No prob :) are you sure my work is correct?
everything else looks correct. Nice work
Thank you for your time and help!
no problem
Join our real-time social learning platform and learn together with your friends!