An analogue clock is set right at
5
A
M
The clock gains
20
s
e
c
o
n
d
s
in
3
m
i
n
u
t
e
s
, on the same day, what is the true time when the clock reads
5
P
M
.
Answers
Given : An analogue clock is set right at 5 AM The clock gains 20 seconds in 3 minutes,
To Find : on the same day, what is the true time when the clock reads 5 PM.
Solution:
An analogue clock is set right at 5 AM
The clock gains 20 seconds in 3 minutes
=> Clock shows time 3 minutes 20 secs when time actual has been 3 minutes
Clock shows 3 minutes 20 secs = 3 * 60 + 20 = 200 Sec
While actual time = 3 minutes = 180 sec
Every 200 Secs of clock time actual time = 180 sec
For every 1 sec of clock time actual time = 180/200 = 9/10 Sec
Hence actual time is ( 9/10) of clock time
Clock reads 5PM after clock 12 hrs
Hence actual time had been = (9/10) 12 hrs
or time left for 5PM = (1/10) 12 hrs
= 1.2 hrs = 1 hr 12 minutes
so actual times 1 hr 12 minutes before 5 PM = 12 minutes before 4 PM
= 3 hr 48 Minutes PM
true time when the clock reads 5 PM. = 3 hr 48 Minutes PM
3 : 48 PM
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Answer:
3 : 48 PM
Step-by-step explanation:
Given : An analogue clock is set right at 5 AM The clock gains 20 seconds in 3 minutes,
To Find : on the same day, what is the true time when the clock reads 5 PM.
Solution:
An analogue clock is set right at 5 AM
The clock gains 20 seconds in 3 minutes
=> Clock shows time 3 minutes 20 secs when time actual has been 3 minutes
Clock shows 3 minutes 20 secs = 3 * 60 + 20 = 200 Sec
While actual time = 3 minutes = 180 sec
Every 200 Secs of clock time actual time = 180 sec
For every 1 sec of clock time actual time = 180/200 = 9/10 Sec
Hence actual time is ( 9/10) of clock time
Clock reads 5PM after clock 12 hrs
Hence actual time had been = (9/10) 12 hrs
or time left for 5PM = (1/10) 12 hrs
= 1.2 hrs = 1 hr 12 minutes
so actual times 1 hr 12 minutes before 5 PM = 12 minutes before 4 PM
= 3 hr 48 Minutes PM
true time when the clock reads 5 PM. = 3 hr 48 Minutes
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