A resistor dissipates 192 J of energy in 1 s when a current of 4 A is passed through it. Now, when the current is doubled, the amount of thermal energy dissipated in 5 s in J .

Question

A resistor dissipates 192 J of energy in 1 s when a current of 4 A is passed through it. Now, when the current is doubled, the amount of thermal energy dissipated in 5 s in J . (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

E = i 2 Rt 192=16( R )(1) R =12 Ω E 1=(8)2(12)(5) =3840 J

Q. A resistor dissipates $192 J$ of energy in $1 s$ when a current of $4 A$ is passed through it. Now, when the current is doubled, the amount of thermal energy dissipated in $5 s$ in _____ $J .$

$E = i^{2} Rt$
$192 = 16 (R) (1)$
$R = 12Ω$
$E^{1} = (8)^{2} (12) (5)$
$= 3840 J$

Q. A resistor dissipates 192J of energy in 1s when a current of 4A is passed through it. Now, when the current is doubled, the amount of thermal energy dissipated in 5s in _____ J.

E=i2Rt 192=16(R)(1) R=12Ω E1=(8)2(12)(5) =3840J

Q. A resistor dissipates $192 J$ of energy in $1 s$ when a current of $4 A$ is passed through it. Now, when the current is doubled, the amount of thermal energy dissipated in $5 s$ in _____ $J .$

$E = i^{2} Rt$
$192 = 16 (R) (1)$
$R = 12Ω$
$E^{1} = (8)^{2} (12) (5)$
$= 3840 J$