Step 1: Determine the time period we are interested in. From 8 a.m. one day to 1 p.m. the next day is 29 hours.

Step 2: Determine how much the clock gains in one hour. The clock gains 10 minutes in 24 hours, so it gains 10/24 = 0.4167 minutes per hour.

Step 3: Determine how much the clock will have gained in the 29 hour period. 29 hours * 0.4167 minutes per hour = 12.08 minutes.

Step 4: Subtract the time gained from the clock's time to find the true time. The clock reads 1 p.m., but it has gained approximately 12 minutes, so the true time is approximately 12:48 p.m.

Question

Step 1: Determine the time period we are interested in. From 8 a.m. one day to 1 p.m. the next day is 29 hours.

Step 2: Determine how much the clock gains in one hour. The clock gains 10 minutes in 24 hours, so it gains 10/24 = 0.4167 minutes per hour.

Step 3: Determine how much the clock will have gained in the 29 hour period. 29 hours * 0.4167 minutes per hour = 12.08 minutes.

Step 4: Subtract the time gained from the clock's time to find the true time. The clock reads 1 p.m., but it has gained approximately 12 minutes, so the true time is approximately 12:48 p.m.

Knowee AI · Accepted Answer

Step 1: Determine the time period we are interested in. From 8 a.m. one day to 1 p.m. the next day is 29 hours.

Step 2: Determine how much the clock gains in one hour. The clock gains 10 minutes in 24 hours, so it gains 10/24 = 0.4167 minutes per hour.

Step 3: Determine how much the clock will have gained in the 29 hour period. 29 hours * 0.4167 minutes per hour = 12.08 minutes.

Step 4: Subtract the time gained from the clock's time to find the true time. The clock reads 1 p.m., but it has gained approximately 12 minutes, so the true time is approximately 12:48 p.m.

A clock is set right at 8 a.m. The clock gains 10 minutes in 24 hours. What will be the true time when the clock indicates 1 p.m. on the following day?(Find the nearest true time)

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