If a clock shows $04 : 28,$ then its mirror image will be ?

07 : 42

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07 : 32

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08 : 32

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08 : 42

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Solution

The correct option is D $07 : 32$
To find the mirror refection of the time on the clock, subtract the time from $12 : 00.$
Thus, the mirror image of the $4 : 28$ is $7 : 32.$

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$\begin{matrix} T h e W i c k e r M a n & 04 : 35 G h o s t o f t h e N a v i g a t o r & 06 : 50 B r a v e N e w W o r l d & 06 : 18 B l o o d B r o t h e r s & 07 : 14 T h e M e r c e n a r y & 04 : 42 D r e a m o f M i r r o r s & 09 : 21 T h e F a l l e n A n g e l s & 04 : 00 T h e N o m a d & 09 : 05 O u t o f t h e S i l e n t P l a n e t & 06 : 25 T h e T h i n L i n e B e t w e e n L o v e & 08 : 27 \end{matrix}$

Find the probability that a song will be (i) at least 7 minutes long (ii) less than 5 minutes long.

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If a clock shows 04:28, then its mirror image will be ?

The correct option is D 07:32To find the mirror refection of the time on the clock, subtract the time from 12:00. Thus, the mirror image of the 4:28 is 7:32.

If a clock shows $04 : 28,$ then its mirror image will be ?

The correct option is D $07 : 32$
To find the mirror refection of the time on the clock, subtract the time from $12 : 00.$
Thus, the mirror image of the $4 : 28$ is $7 : 32.$