Home
Class 10
PHYSICS
In the given circuit, R(1) = R(2), and V...

In the given circuit, `R_(1) = R_(2)`, and V is applied voltage. The values of V and `R_(1)` are respectively.

A

180 V and `60 Omega`

B

120 V and `60 Omega`

C

180 V and `10 Omega`

D

120 V and `10 Omega`

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Topper's Solved these Questions

  • NSO QUESTION PAPER 2018 SET B

    SCIENCE OLYMPIAD FOUNDATION |Exercise ACHIEVERS SECTION|1 Videos

  • NSO QUESTION PAPER 2018 SET A

    SCIENCE OLYMPIAD FOUNDATION |Exercise Achievers Section|1 Videos

  • NSO QUESTION PAPER 2019 SET A

    SCIENCE OLYMPIAD FOUNDATION |Exercise ACHIEVERS SECTIONS|2 Videos

Similar Questions

Explore conceptually related problems

In the circuit the rms value of voltage across the capacitor C, inductor L and resister R_(1) are respectively 5sqrt(5V) , 10 V and 5V. Then the peak voltage a cross R_(2) is

In the given circuit, R_(1) = 10Omega R_(2) = 6Omega and E = 10V, then correct statement is

In the circuit given in fig. (V_C)=50 V and R=50 Omega . The values of C and (V_R) are

In the given circuit if I_(1) and I_(2) be the current in resistance R_(1) and R_(2) respectively then:

In given circuit R_(1)=5Omega,R_(2)=3Omega=7Omega and supply voltage is 10V. Calculate power dissipated in R_(1) and R_(3) .

In the circuit shown, E_(1)= 7 V, E_(2) = 7 V, R_(1) = R_(2) = 1Omega and R_(3) = 3 Omega respectively. The current through the resistance R_(3)

Statement 1: In a series RLC circuit if (V_R), (V_L) and (V_C) denote rms voltage across R,L and C respectively and (V_S) is the rms voltage across the source. Then (V_s)=(V_R)+(V_L)+(V_C) Statement 2: In ac circuit, Kirchhoff's voltage law is correct at every instant of same.

The value of resistance of an unknown resistor is calculated using the formula R = V//I where V and I are the readings of the voltmeter and the ammeter, respectivley. Consider the circuits below. The internal resistances of the voltmeter and the ammeter (R_V and R_G, respectively) are finite and nonzero. , Let R_(A) and R_(B) be the calculated values in the two cases A and B , respectively. If the resistance of voltmeter is R_(V) = 1k Omega and the percentage error in the measurement of R (the value of R is nearly 10 Omega )is