Given vector is, v = 7( cos140°i + sin140°j )
Compare this vector with polar form,which is, v = r(cos
i+ sin
j)
Where, r is magnitude of vector, and
is direction angle of vector.
Hence, Magnitude of v, |v| = 7 Direction angle = 140°
(a) (5pt) Given v# <-9, 9-3 > , find the magnitude and direction angle of vector v. (b) (5pt) Find the exact value of the product and write the result in a + ib form 8(cos(285) + i sin (285'))5 (cos(30) + i sin(30)) 5.
(a) (5pt) Given v# , find the magnitude and direction angle of vector v. (b) (5pt) Find the exact value of the product and write the result in a + ib form 8(cos(285) + i...
Find the magnitude and direction angle of the vector v. v = 141 - 14j magnitude direction angle Ixo Need H Enter an exact number. Read It
The frequency domain voltage of v(t) = -7 sin (100 t - 2000) is: of estion Select one: a. 7 angle (-2000) b. 7 angle (1100) c7 angle (-200) d. -7 angle (200) e 7 angle (2000) s page Next page https://moodle
Quiz 4. Determine RMS voltage drop across inductor and capacitor. SIH V - 140 sin(500)
Let v,(t) = 140 sin(5000+) V in the circuit Find the steady-state value of the current ij(t) in amperes at t = 6.32 milisecor Round the result to three decimal places. 1012 2 mH vg 2 mH 8 mH 30 Ω w Select one: a. 0.366 Ob. 1.966 O c.0.372 d. -1.966 e. -0,366
Express the given angle as a + B, where sin a and sin ß are known exactly 195° Choose the correct answer below. O A. 65° +130° OB. 40° + 155° O c. 60° + 135° OD. 55° +140°
Determine the magnitude of the vector difference V' = V2" V, and the angle By which V' makes with the positive x-axis. Complete both graphical and algebraic solutions V2 15 units! V1 ะไ1 units 5 65° Answers units
Find the component form of v given its magnitude and the angle it makes with the positive x-axis. Magnitude Angle || 1 | = 0 = 150° Sketch v. 2 150 -2 - 1 2 150 o у 2 150 X X -2 -1 2 -2 -1 2 150 -1
Use Nodal analysis to find V( magnitude and angle ). V is in
top right.
40 Ω j20 Ω V 120-15° V +Ι 6/30° A -j30 Ω
1. DETAILS LARTRIG10 3.3.067. Find the component form of v given its magnitude and the angle it makes with the positive x-axis. Magnitude Angle = 150° || = Sketch v. 21