Question

Three clocks exist in a room: The round clock is 10 minutes behind the actual time The rectangular clock is 5 minutes after the actual time The squared clock is 5 minutes slower than the round clock The time now on the squared clock is 08:05, what is the time now on the rectangular clock? *

Answer 1

Answer:

08:15

Explanation:

Let the actual time be x

Round Clock = x-10

Rectangular Clock = x-5

Square Clock = x-15

Square Clock = 08:05

08:05 = x-15

08:20 = x

Rectangular Block = x-5 = 08:15

Answer 2

The time now on the rectangular clock is 8:25  The squared clock is 5 minutes slower than the round clock.

What is real-time?

Real-time is the time at which the acts take place during the original time.

1. Let the real-time be.
2. The spherical clock is 10 mins in the back of the real-time.
3. So, the time on the spherical clock = x - 10 mins
4. The square clock is five mins after the real time.
5. So, the time on rectangular clock = x + five minsThe rectangular clock is five mins in the back of the spherical clock.
6. So, the time on spherical clock = the time on spherical clock - five mins = x - 10 mins-five minutes = x - 15 mins
7. Time at the squared clock is given as 08/0
8. So, we are able to write: x - 15 mins =08:05 Add 15 mins on each sides: x - 15 minutes + 15 mins =08:05+15 mins
9. From this we get: x = 08/20 Now, time at the square clock = x + five mins
10. Substituting the price of x:
11. The first alternative is the proper answer.
12. Comment > time at the square clock =08:25 time at the square clock =08:25

Read more about the time :

https://brainly.com/question/2854969

#SPJ2