If 100 joule of work must be done to move electric charge equal to 4 C from a place- where potential is -10 volt to another place- where potential is V volt- the value of V-

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Toppr Admin · Accepted Answer

Given work done - 100Jcharge q - 4Cfrom potential V1 - -10 Volts to V2 - V Voltsso-W-q-x25B3-VW-q-V2-x2212-V1-W-4-V2-x2212-x2212-10-xA0-1004-V2-10V2-15volts

If $100$ joule of work must be done to move electric charge equal to $4 C$ from a place, where potential is $- 10$ volt to another place, where potential is V volt, find the value of V.

Given work done = 100J
charge q = 4C
from potential $V_{1}$ = -10 Volts to $V_{2}$ = V Volts
so,
$W = q △ V$
$W = q (V_{2} - V_{1})$
$W = 4 [V_{2} - (- 10)]$
$\frac{100}{4} = V_{2} + 10$
$V_{2} = 15 v o l t s$

If 100 joule of work must be done to move electric charge equal to 4 C from a place, where potential is −10 volt to another place, where potential is V volt, find the value of V.

Given work done = 100Jcharge q = 4Cfrom potential V1 = -10 Volts to V2 = V Voltsso,W=q△VW=q(V2−V1)W=4[V2−(−10)] 1004=V2+10V2=15volts

If $100$ joule of work must be done to move electric charge equal to $4 C$ from a place, where potential is $- 10$ volt to another place, where potential is V volt, find the value of V.

Given work done = 100J
charge q = 4C
from potential $V_{1}$ = -10 Volts to $V_{2}$ = V Volts
so,
$W = q △ V$
$W = q (V_{2} - V_{1})$
$W = 4 [V_{2} - (- 10)]$
$\frac{100}{4} = V_{2} + 10$
$V_{2} = 15 v o l t s$