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9:58, sir ye 0.37 kahan se agaya? samjh nhi ayi
Capacitor ki charging equation SE. q=q0(1-exp^-t/RC)
😊😊❤
Thank you sir
Great explanation. May Allah bless you ❤
sir g , Time condtant ki value experiment se find krte walt hm ne maximum current ko 0.37 se multiply kue kia hay
Thank you soo much sir
sir in circuits ki diagram banani hai kia ??plzzzzzzzzzzzzzzzz tell me
Bht acha smajhtay hn ap...book ka nam bata sakty hain?
Ilmi ki practical book hai
Behtar he aap video SE samjhein, practical notebooks ki samjh nahee AP ko lagay gee,
Sorry wrong method for usage of stop watch, dont stop the stop watch,just note the time at regular intervals without stopping time.
0.37 kaha se liye sir ?
Capacitor ki Jo equation he discharging ki.os se
Sir can you attach the pdf for this please...
Ya konsi class ka ha
It literally says Fsc which means 12th
Sir why do we have to multiply the maximum charging current with 0.37
By differentiating the equation of charging of capacitor i.e q=q•(1-e^-t/rc), current equation is formed i.e i=i•e^-t/rc... Which for one time constant, is equal to 0.37
@@ontopFactSnack thank you brother
9:58, sir ye 0.37 kahan se agaya? samjh nhi ayi
Capacitor ki charging equation SE. q=q0(1-exp^-t/RC)
😊😊❤
Thank you sir
Great explanation. May Allah bless you ❤
sir g , Time condtant ki value experiment se find krte walt hm ne maximum current ko 0.37 se multiply kue kia hay
Thank you soo much sir
sir in circuits ki diagram banani hai kia ??plzzzzzzzzzzzzzzzz tell me
Bht acha smajhtay hn ap...book ka nam bata sakty hain?
Ilmi ki practical book hai
Behtar he aap video SE samjhein, practical notebooks ki samjh nahee AP ko lagay gee,
Sorry wrong method for usage of stop watch, dont stop the stop watch,just note the time at regular intervals without stopping time.
0.37 kaha se liye sir ?
Capacitor ki Jo equation he discharging ki.os se
Sir can you attach the pdf for this please...
Ya konsi class ka ha
It literally says Fsc which means 12th
Sir why do we have to multiply the maximum charging current with 0.37
By differentiating the equation of charging of capacitor i.e q=q•(1-e^-t/rc), current equation is formed i.e i=i•e^-t/rc... Which for one time constant, is equal to 0.37
@@ontopFactSnack thank you brother