solve attached questions An impedance Z is connected across a sinusoidal voltage

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An impedance Z is connected across a sinusoidal voltage source v(t)=100sin(omega t). Find the current flowing in the circuit with the following loads: An inductive load Z=1.25 /60degree Ohm A capacitive load Z=2.0 /-30degree Ohm A resistive load Z=2.5 /0degree Ohm Using phasor values of current and voltage, calculate the real and reactive power for each load. If the above loads are all connected to the same power supply, determine the total real and reactive power taken from the supply. A single-phase load is supplied with a sinusoidal voltage v(t)=200cos(377t). The instantaneous power is p(t)=800+1000cos(754t-36.87degree). Find: The complex power supplied to the load. The instantaneous current i(t) and the rms value of current. The load impedance

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