V(t) = 1920s (5t +96) v i(t) = 19 Cos(5t +96) I Find * Apparent Power...
Given v(t) = 60cos(wt - 10) V and i(t) = 1.5 cos(wt +50)A find a. Complex Power (S) (2 pts.) b. Apparent Power (SI)(1 pts.) C. Real Power (P) (1 pts.) d. Power factor (2 pts.) e. Reactive Power (Q) (1 pts.) f. Impedance (Z) (1 pts.) g. Capacitance (C) ((2 pts.)
Example 1 The voltage across the load is v(t) = 60 cos(wt - 10°) V and the current through the element in the direction of I voltage drop is i(t) = 1.5 sin(wt + 50°) A. Find a) The complex and apparent powers b) The real and the reactive powers c) The power factor and the load impedance.
If v(t) = 120Vrms*cos(377t+60) i(t) = 2Arms*cos(377t) Find the instantaneous power, average power, power factor and complex power.
For the following voltage and current phasors, calculate the complex power, apparent power, real power, and reactive power. Determine whether the power factor is leading or lagging. V = 260 230 Vrms, I0.5260 Arms The value of apparent power is VA The value of real power is W. VAR. The value of reactive power is The power factor is Click to select B
if a 480 v supply delivers 50 A with a power factor of 0.8 find the real power, reactive power, apparent power draw the power triangle
5. The first load (zl) is drawing an apparent power of 7kVA at power factor of 0.82 lagging. The second load (22) is drawing 25kW of real power at power factor of 0.24 lagging. The third load (23) is drawing 23.25kW of real power and supplying 19kVAR of reactive power. Find the complex power from the voltage source and the power factor of the voltage source. vg(t) =159cos(337t).
A particle's velocity is given by v(t) = 21 + cos(5t). Find the following. (3 pts. each) A) The position function for the particle if its position is 5 when t = 0. B) The acceleration of the particle at I =*
Exercise 8.02 Calculate the apparent power, the reactive power, the true power and the power factor in the circuit below. Given: v=120sin(377t + /9) (V) i = 36.0 sin(377t) (A) ZZO
Q8d 2 v120 cos (377 t - 25°) V i-7 cos (377 t+ 25°) A a) Find the power factor of this circuit. pf b) Is this a lagging or leading power factor? ms
Obtain the power factor and the apparent power of a load whose impedance is Z = 60 + j40 12 when the applied voltage is v(t) = 155.56 cos(377t + 10°) V.