Question

Calculate the resultant (sum) for the three vectors: V1=3∠33∘, V2=4∠133∘, and V3=5∠−33∘ A standard angle is counter-clockwise from the positive x-axis. Give the x and y components, magnitude, and angle of the resultant. Fully describe what you did and show your results.

Name: calculate the resultant sum for the three vectors v1333 v24133 and v3533 a standard angle is counter clockwise from the positive x axis give the x and y components magnitude and angle of the 72275
Uploaded: 2022-09-27T14:03:41-08:00
Duration: 3 min 19 s
Channel: Ivan Kochetkov
Description: calculate the resultant sum for the three vectors v1333 v24133 and v3533 a standard angle is counter clockwise from the positive x axis give the x and y components magnitude and angle of the 72275

          Calculate the resultant (sum) for the three vectors: V1=3∠33∘, V2=4∠133∘, and V3=5∠−33∘
A standard angle is counter-clockwise from the positive x-axis. Give the x and y components, magnitude, and angle of the resultant.
Fully describe what you did and show your results.

Added by Shawn G.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Ivan Kochetkov

09/27/2022

Step 1

8387) ≈ 2.516 V1y = 3 sin(33°) ≈ 3(0.5446) ≈ 1.634 - V2 = 4∠133°: V2x = 4 cos(133°) ≈ 4(-0.6820) ≈ -2.728 V2y = 4 sin(133°) ≈ 4(0.7314) ≈ 2.926 - V3 = 5∠−33°: V3x = 5 cos(−33°) ≈ 5(0.8387) ≈ 4.194 V3y = 5 sin(−33°) ≈ 5(−0.5446) ≈ −2.723 Show more…

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Calculate the resultant (sum) for the three vectors: V1=3∠33∘, V2=4∠133∘, and V3=5∠−33∘ A standard angle is counter-clockwise from the positive x-axis. Give the x and y components, magnitude, and angle of the resultant. Fully describe what you did and show your results.