Vector A⃗ A→ has a magnitude 5.00 and points in a direction 44.9° clockwise from the negative yyy axis. What are the xxx and yyy components of vector A⃗ A→. AxAx = 1.76, AyAy = 1.77 AxAx = -3.53, AyAy = 3.54 AxAx = -1.76, AyAy = -1.77 AxAx = 3.53, AyAy = 3.54 AxAx = -3.53, AyAy = -3.54
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Vector A⃗ A→ has a magnitude 5.00 and points in a direction 44.9° clockwise from the negative yyy axis. What are the xxx and yyy components of vector A⃗ A→.
AxAx = 1.76, AyAy = 1.77
AxAx = -3.53, AyAy = 3.54
AxAx = -1.76, AyAy = -1.77
AxAx = 3.53, AyAy = 3.54
AxAx = -3.53, AyAy = -3.54
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- Vector B→B→ has magnitude 7.30 and direction 14.0° below the +x-axis. Vector C→C→ has x-component Cx = −2.00 and y-component Cy = −6.70. b. What is the y-component of B→B→ ? c. What is the magnitude of C→C→ ? d. What angle does C→C→ make with the +x-axis in counterclockwise direction? A positive angle is counterclockwise from the +x-axis. (answer in degreees) e. What is the magnitude of C→+B→C→+B→ ?What is A→y, the y-component of the vector A→?Vector A A→ has a magnitude of 23.0 mm and makes an angle of 30 degrees above the positive x axis. Vector B B→ has a magnitude of 13.0 mm and is oriented 60 degrees to the left of the y axis. Part A Find the magnitude of A−B |A→−B→|. Express your answer in meters. Part B Find the direction of A −B A→−B→. Express your answer in degrees. Part C Find the magnitude of 2A+B 2A→+B→. Express your answer in meters. Part D Find the direction of 2A+B 2A→+B→. Express your answer in degrees. Part E Find the magnitude of −A+3B −A→+3B→. Express your answer in meters. Part F Find the direction of −A+3B −A→+3B→. Express your answer in degrees.
- Vector A→, which is directed along an x axis, is to be added to vector B→, which has a magnitude of 9.30 m. The sum is a third vector that is directed along the y axis, with a magnitude that is 5.10 times that of A→. What is the magnitude of A→?The figure shows three vectors. Vector A→ has a length of 31.0, vector B→ has a length of 67.0, and vector C→ has a length of 22.0. Find each magnitude and direction. |A→×B→|= ? direction: ? |C→×B→|= ?The two vectors a→ and b→ in the figure have equal magnitudes of 10.2 m and the angles are θ1 = 30° and θ2 = 101°. Find (a) the x component and (b) the y component of their vector sum r→, (c) the magnitude of r→, and (d) the angle r→ makes with the positive direction of the x axis.
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