Find the angle in degrees the vector A makes with respect to the positive x-axis if the components of A are Ax = -2.5 m and Ay = 3.1 m. Round your answer to the ones place.
Find the angle in degrees the vector A makes with respect to the positive x-axis if...
The components of vector A are Ax and Ay (both positive), and the angle that it makes with respect to the positive x axis is . Find the angle e if the components of the displacement vector A are (a) Ax - 14 m and Ay 14 m, (b) Ax- 19 m and Ay 14 m, and (c) Ax-14 m and Ay -19 m (a) e Number Units (b) Number (c) eNumber Units
Let the angle θ be the angle that the vector A⃗ makes with the +x-axis, measured counterclockwise from that axis. Find the angle θ for a vector that has the following components. Ax= 2.30 m , Ay= -1.50 m Ax= 4.00 m , Ay= 2.70 m Ax= -1.60 m , Ay= 1.10 m Ax= -1.40 m , Ay= -2.80 m
Given the length of the vector and angle, determine the components of the vector. Magnitude (length) of A = 5.0990 Angle vector A makes with respect to the x-axis = 168.6901 degrees 1. Ax = 2. Ay =
Choose the Correct answer: 1. A vector A with magnitude 25.0 m points along the positive y direction. If it is rotated by 50.0 degrees counterclockwise, what are the components of the vector? (a) Ax 25.0 cos 50.0° and Ay 25.0 sin 50.0 (b) Ax 25.0 cos 140° and Ay 25.0 sin 140 (c) Ax 25.0 sin 140° and Ay 25.0 cos 140 (d) Ax- 25.0 tan 50.0° and Ay 25.0 sin 50.0° 2. Vector A→points along the y axis...
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
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
Given a force vector F1=42.2N, at 29 degrees with respect to the x axis and a second vector force F2=12.4N, at 8 degrees with respect to the x axis the resultant of these 2 forces makes an angle of: A) 190.3 degrees with respect to the x axis; B) 42.4 degrees with respect to the x axis; C) 78.6 degrees with respect to the y axis; D) 17.9 degrees with respect to the x axis;
vector A makes an angle of 31.7° above the positive x-axis, and vector B makes an angle of 45.0° below the negative x-axis. A = 3.13 units, and B = 1.80 units. Find A + B and A - B. A + B magnitude units direction counterclockwise from the +x-axis A - B magnitude units direction counterclockwise from the +x-axis
A vector makes 35 degrees with the positive x axis. Its y component is Ay=9.2 What is the magnitude of A? Show drawing and steps please.
Vector . What is the angle A makes with the positive X-axis?