415. assignment (relationship between rectangular and rotational coordinates )
The relationship between rectangular and rotational coordinates can be represented by the vector equation
r = xi+yj=rcos(theta)i+rsin(theta)j
What value(s) of θ make(s) maximum?
π/2, 0, π, π /4, 3 π /4, 5 π /4, π /3, 3 π /2
What value(s) of θ make(s) ?
3 π /2, π /2, π, 0, π /4, 3 π /4, 7 π /4, 5 π /4, π /3
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r = xi+yj=rcos(theta)i+rsin(theta)j
What value(s) of θ make(s) maximum?
π/2, 0, π, π /4, 3 π /4, 5 π /4, π /3, 3 π /2
What value(s) of θ make(s) ?
3 π /2, π /2, π, 0, π /4, 3 π /4, 7 π /4, 5 π /4, π /3
Video description:
https://youtu.be/KdB4AqizNkg
Follow the links to:
Visit our website: https://onlinetutors.top
Choose your tutor here: https://onlinetutors.top/crossroad#section-1-link
Get homework answers here: https://onlinetutors.top/crossroad#section-2-link
Submit new assignment here: https://onlinetutors.top/crossroad#section-3-link
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