List the number of logs in each row from the top to the bottom.
119 logs
Practice makes perfect
Let the number of logs in the top row be the first term and the logs in the bottom row be the last term in the sequence. Using this information, we can write the endpoints of the sequence.
14 ... 20We know that each row in the pile has one more log than the row above it. Therefore, when going from the top row to the bottom row, we add one log for each row. This forms an arithmetic sequence with a common difference of 1.
In order to find the total number of logs in the pile, we need to find the sum of the terms in this sequence.
We can use a calculator to find the sum directly.
