To convert from Vrms (voltage root mean square) to Vac (voltage alternating current peak), you can use the formula: Vac = Vrms × √2. For 56.56 Vrms, the calculation would be: 56.56 × √2 ≈ 80.00 Vac. Thus, 56.56 Vrms is approximately 80.00 Vac.
Vrms=Vm/1.414................... from this u can find Vm.....magnitude of voltage.
Approx. 280 VRMS. Vpeak * 0.707 = Vrms
Many can measure both - Vrms (AC) or DC voltage.
Vrms = Vpp/squareroot(2)This can be written another way:Vrms * squareroot(2) = VppAnswerThe question asks for the relationship between the rms value of voltage, and the peak-to-peak value of voltage, not the peak value (Vmax) of voltage, so:Vp-p = 2 Vmax = 2(1.414) Vrms = 2.828 Vrms
Vp=2 Vdc=50 r=Vrms/Vdc Vrms=Vp/1.121 so r=0.028
the answer is so easy if it is converted into v peak to peak. there is confusion in your given question becusase same thing is given to convert, how it is possible.
0.0012
Vrms=sqaure root(3kT/m)
5656
Vrms=Vm/1.414................... from this u can find Vm.....magnitude of voltage.
ack
Approx. 280 VRMS. Vpeak * 0.707 = Vrms
Many can measure both - Vrms (AC) or DC voltage.
5712
To conver Vrms in to Voltage Source we useVm=√2 (vi)
Vrms = Vpp/squareroot(2)This can be written another way:Vrms * squareroot(2) = VppAnswerThe question asks for the relationship between the rms value of voltage, and the peak-to-peak value of voltage, not the peak value (Vmax) of voltage, so:Vp-p = 2 Vmax = 2(1.414) Vrms = 2.828 Vrms
The Bold and the Beautiful - 1987 1-5656 was released on: USA: 24 September 2009