Find the angle (in degrees) that is between the vector a = -24.1i + 45.0j and the positive x-axis
Find the angle (in degrees) that is between the vector a = -24.1i + 45.0j and...
Vector A makes an angle of 32.3 degrees abovethe postive x-axis, and vector B makes an angle of 45.0 degrees below the negative x-axis. A= 2.83 units, and B= 1.80 units. Find A+B and A-B. A+B a) magnitude units b) direction counterclockwise from the +x-axis A-B a) magnitude units b) direction counterclockwise from the +x-axis
a.what is the magnitude of the vector A+B+C? b.what is the angle between the positive x-axis and the vector, measured clockwise in degrees? c.What is the magnitude of the vector -A+2B+C? d. What is the angle between the negative x-axis and this vector, measured counterclockwise in degrees? (2006) Problem 9: Consider the three vectors shown in the figure. They have magnitudes A|-30.5, B|-13, and IC|-332, and the labeled angles are A- 40°, ев 20°, and ec-15° Note that the figure...
Vector B has a magnitude of 8 and is directed at an angle of 234.1 degrees counter-clockwise from the +x axis. If vector B = -A (the negative of vector A), what is angle of vector B, in degrees, measured degrees counter-clockwise from the +x axis?
Vector A⃗ has magnitude 8.80 m and is in the xy-plane at an angle of 128 degrees counterclockwise from the +x–axis (38 degrees past the +y-axis). The sum A⃗ +B⃗ is in the −y-direction and has magnitude 12.0 m. a) What is the magnitude of vector B⃗ ? b)What is the direction angle of vector B⃗ measured counterclockwise from the +x-axis?
1)vector A is 15.3 units long and makes an angle of 34degrees with respect to the positive x axis. Vector B is 8.5units long and makes an angle of 76 degrees with respect to the positive x axis. What is the vector product B * A? 2) Calculate the x component of the vector product of: A=-2x+-1y+-2z and B= 0x+0y+-9z
What is most nearly the angle in degrees between vector A and vector B? A-13,4,5) B = (-1,3,-2) 78 47 O126
A vector A has a magnitude of 42.0m and points in a direction of 24.0 degrees above the positive x-axis. A second vector, B, has a magnitude of 72.0m and points in a direction 45.0 degrees below the positive x-axis. Using the components method, find the magnitude of the vector D=A-B.
6. Vector has a magnitude of 3 at an angle of 35° to the x-axis. Vector has a magnitude of 1 at an angle of 10° to the x-axis. Vector has a magnitude of 10 at an angle of 15° to the y-axis. Find the x and y components of , , and . 14. If has a magnitude of 9 units and points along the positive y axis and has a magnitude of 7 units and points 25° above...
Bob is a vector with magnitude 240 and direction 200 degrees. Mai is a vector of length 160 @ 310 degrees. Jose is a vector of 210 @ 170 degrees. Calculate the following vectors and report their magnitude and angle (measured counterclockwise from the positive x-axis): (a) Bob + Mai (b) Mai – Bob (c) Jose + Bob – Mai Comment: "If possible. I'd like to know the how and why on some steps, please. Thanks"
Bob is a vector with magnitude 240 and direction 200 degrees. Mai is a vector of length 160 @ 310 degrees. Jose is a vector of 210 @ 170 degrees. Calculate the following vectors and report their magnitude and angle (measured counterclockwise from the positive x-axis): Bob + Mai Mai - Bob Jose + Bob - Mai Comment: "Please, if possible, I'd like to see steps, thanks. Also, do I need to use graphs for this kind of problem?"