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Three equal resistors connected in serie...

Three equal resistors connected in series across a source of emf together dissipate 10W of power. What would be the power dissipated if te same resistors are connected in parallel across the same source of emf?

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90 watt
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(a) Two heater coils made of the same material are connected in paralled across the mains. The length of diameter of one the coil is triple that of other. Which of these will produce more heat? (b) Three equal resistors connected in series across a source of emf together dissipated 10 Watt of power. What would be the power disspated if the same resistors are connected in parallel across the same source of emf? Two resistor R_(1) and R_(2) may be connect either in series or in parellel across a battery of zero internal resistance. it is required that joule heating for the parallel combination be four times than for series combination. if R_(1)= 100 Omega find R_(2) (d) The three resistance A, B and C have values 3R, 6R and R respectively. Now some potential difference is applied across the network . Find the ratio of thermal powers dissipated between X and Y . find ratio of power consumed by A,B, and C .

Three equal resistors connected in series across a source of EMF together dissipate 10 W of power . What woulb be the power dissipate . If the same resistance are connected in parallel to the same source .Then .

Knowledge Check

  • Three equal resistors connected in series across a source of e.m.f. together dissipate 10 W of power. What should be the power dissipated if the same resistors are connected in parallel across the same source of e.m.f.

    A
    9 W
    B
    90 W
    C
    10 W
    D
    100 W
  • The power dissipated 6 Omega resistor is

    A
    `27/8 W`
    B
    `9/16 W`
    C
    `6/16 W`
    D
    `3/16W`
  • Three equal resistor connected in series across a source of enf together dissipate 10 Watt . If the same resistors aer connected in parallel across the same emf, then the power dissipated will be

    A
    10 Watt
    B
    30Watt
    C
    `10//3 Watt`
    D
    `90Watt`
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