A boat takes `2 hours` to travel `8 km` and back in still water lake.With water velocity of `4 kmph`,the time taken for going upstream of `8km` and coming back is
A. 140 min
B. 150 min
C. 160 min
D. 170 min
Correct Answer - B
Velocity of light in a medium, `v=(c )/(mu)`
We know that the time taken, `t=(x)/(v) Rightarrow t=(x)/(c//u) Rightarrow t=(mux)/(c )`
Correct Answer - D
Two p-n junctions placed back to back cannot work as n-p-n transistor because in transistor the concentration of doping of p-type semiconductor is less as compared to...
`t_(1)=(AB)/(v_(b)+v_(R)) . T_(2)=(AB)/(v_(b)-v_(R))` or `v_(b)+v_(R)=(AB)/(t_(1))`
and `v_(b)-v_(R)=(AB)/(t_(2))rArr 2v_(b)=(AB)/(t_(1)+(AB)/(t_(2)))=AB((t_(1)+t_(2))/(t_(1)t_(2)))`
or `((2t_(1)t_(2))/(t_(1)+t_(2)))=(AB)/(v_(b))`= time taken by the boat to cover AB
Correct Answer - C
The velocity upstream is `(4-2)` km/hr nd downstream is (4+2) km/hr.
`therefore "Total time taken"=(2km)/(2km//hr)+(2km)/(6km//hr)`
`=80` minutes