6. An old clock is 12 seconds behind in 14 days. What time will it show on April 9, 2019, at 10:00 AM if it was set to the correct time on January 1, 2019, at 10:00 AM? (2019 is not a leap year.)
6. From January 1st at 10 AM to April 1st at 10 AM, a total of $31+28+31=90$ days will pass. ..... $1 \mathrm{POINT}$
From April 1st at 10 AM to April 9th at 10 AM, 8 more days will pass, totaling 98 days. ..... $1 \mathrm{POINT}$
In these 98 days, there are a total of $98: 14=7$ delays of 12 seconds each. ..... 2 POINTS
The total delay is $7 \cdot 12=84$ seconds. ..... 1 POINT
84 seconds $=1$ minute and 24 seconds ..... 2 POINTS
Due to the delay, from the actual time (10 AM), 1 minute and 24 seconds should be subtracted. ..... 1 POINT
The time the clock shows is 9:58:36 AM. ..... 2 POINTS
TOTAL 10 POINTS