Aptitude - Clock - Discussion

Discussion Forum : Clock - General Questions (Q.No. 5)
5.
How much does a watch lose per day, if its hands coincide every 64 minutes?
32 8 min.
11
36 5 min.
11
90 min.
96 min.
Answer: Option
Explanation:

55 min. spaces are covered in 60 min.

60 min. spaces are covered in 60 x 60 min. = 65 5 min.
55 11

Loss in 64 min. = 65 5 - 64 = 16 min.
11 11

Loss in 24 hrs = 16 x 1 x 24 x 60 min. = 32 8 min.
11 64 11

Discussion:
119 comments Page 8 of 12.

Naresh said:   10 years ago
How much can a watch gain or loss per day if its hand coincide every 65 minutes?

Can anyone explain this please?

Thanks in advance.

Twinkle said:   10 years ago
Using unitary method:

720/11 minutes of correct clock = 64 mins of incorrect clock.

Therefore 24*60 mins of correct clock = (64*24*60*11)/720 which gives 32 minutes exactly.

Where is discrepancy in this method?

Dharmendra nath said:   10 years ago
Why it is not correct 24*4=96?

Moredhvaj said:   10 years ago
In 720/11 minutes.....incorrect clock gain (720/11-64) = 16/11.

In 1 minutes.....incorrect clock gain= (16/11)*(11/720).

In 24 hour.....incorrect clock gain = (16/11)*(11/720)*24*60.

= 32 min exactly.

Manab said:   10 years ago
Formula for (720/11-m) (60*24/m)?

Manab said:   10 years ago
Direct formula:

Gain or loss = (720/11-m) (60*24/m).

Here m = 64,

Hence (720/11-64) (60*24/64) = (65.45-64) (45/2) = 1.45*22.5 = 32.625.

Suma said:   10 years ago
Well Said @Manpreet, @Twinkle, @Abhilash.

But @Abhilash can you please elaborate how the step 64*55/60 came?

Kanishk said:   10 years ago
I think question should be "How much does a watch gain per day". Because lose means it loses 16/11 min from 65 (5/11).

Tilak Dewangan said:   9 years ago
If hands coincide earlier than expected time, how I'd losing time?

Deepa said:   9 years ago
How fast or slow is the hand moving? like this problems I need to know please help me.


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