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To calculate when the frog reaches the top of the well, we need to determine how many days it takes to cover the remaining distance after climbing 5 meters each day and falling 3 meters each night. The frog covers a net distance of 2 meters each day (5 meters climbed - 3 meters fallen). Therefore, it will take (21 meters - 5 meters) / 2 meters = 8 days for the frog to reach the top of the well.
5 m x 3 m = 15m2
3/4 times 15 = 11.25 meters used out of 15 meters, leaving 3.75 meters
It is 15/3 = 5
Three fifths of a meter is equal to 0.6 meters. To calculate this, you would multiply 3/5 by 1 meter. This can be simplified to 0.6 meters, as 3 divided by 5 equals 0.6.