Vector F is the resultant vector obtained by adding vectors iz and Fy, that is, 7=7,+Fy, as depicted in the figure below. What is the magnitude of 7, and ĩ,? +y +x a) Tz =r cos 0 and r, = -r sin 0 od ie qu mola Lbs ,& bms A olgaae rol endioov o ya o t anik = -r cos 0ab era ni analuesT adi ai beobbe or a bns A 1 Yaniog dnailraos od b) rz =r sin 0 and ry = r cos 0 c) Tz = rsin 0 and Ty d) r =r cos 0 and ry =r sin 0 is olo r ed inodalw bns 8A l Igaraniein 1

Given the vectors Ā = (-2î + j) m and B = (4î – j) m. The magnitude of the resultant vector R = 2Ã + B is O a. R = 3 m O b.R = 1 m OC.R = V5 m O d.R = V10 m

1.25(hat(1)) - 4.6(hat(j)) 4.5 x 10 help soñvinf these problems with the i's and j's is that vectors ? ? Please enlighten me because im very lost vec(E) = -10 I need

Add these vectors and give just the magnitude and after adding vectors you find that the x component of the resultant is -16 and y comp is 7. Find the direction of the resultant( in other words fix the angle) 14

The magnitude of Ais 5.7. Vector Alies in the second quadrant and forms an angle of 23 degrees with the y- axis. The components, Ax and Ay, are closest to: O Ax = -5.2, Ay = -2.2 O Ax=+5.2, A, = -2.2 Ay O Ax = -5.2, Ay = +2.2 O Ax = +2.2, Ay = -5.2 O Ax = -2.2, Ay = +5.2

Vector A has MAGNITUDE 7.46 m at ANGLE 0 degrees with respect to the positive x-axis. Vector B has MAGNITUDE 7.46 m at an ANGLE of 90 degrees with respect to the positive x-axis. What is the ANGLE in degrees with respect to the positive x-axis of the VECTOR C= A + B?   Pls help ASAP!!

1. The components of a vector A are (-3,4). (a) In which quadrant does this vector lie? O First quadrant Second quadrant O Third quadrant Fourth quadrant (b) Fill in the following: Ax: Ay: ✓ (c) Find its magnitude and direction with respect to the positive x-axis. Enter to 2 significant figures Magnitude: ✓ Direction, 0, with respect to the positive x-axis: O