For 5 Rows We use the formula: Number of cans = 5(5+1) 5×6=15 2 Thus, for 5 rows, the total number of cans is 15. Final Answer The completed table is as follows: Number of rows 1 2 3 4 5 Number of cans 1 3 6 10 15 If you have any problem let me know in the comment section thank you. Solution Number of rows Number of cans 112336410515 Numbe TTTTT Steps Begin by explaining the problem Problem Explanation We are asked to complete a table that shows the number of cans for 4 and 5 rows, based on the following pattern: For 1 row, there is 1 can. For 2 rows, there are 3 cans. ⚫ For 3 rows, there are 6 cans. This pattern follows the triangular number sequence, where the total number of cans for n rows is the sum of the first n natural numbers. Formula The formula to calculate the total number of cans for ra rows is: n(n+1) Number of cans 2 Where n is the number of rows. Step-by-step Calculation for 4 and 5 rows For 4 Rows We use the formula: Number of cans (4+1)=4x5=1 2 Thus, for 4 rows, the total number of cans is 10.
For 5 Rows We use the formula: Number of cans = 5(5+1) 5×6=15 2 Thus, for 5 rows, the total number of cans is 15. Final Answer The completed table is as follows: Number of rows 1 2 3 4 5 Number of cans 1 3 6 10 15 If you have any problem let me know in the comment section thank you. Solution Number of rows Number of cans 112336410515 Numbe TTTTT Steps Begin by explaining the problem Problem Explanation We are asked to complete a table that shows the number of cans for 4 and 5 rows, based on the following pattern: For 1 row, there is 1 can. For 2 rows, there are 3 cans. ⚫ For 3 rows, there are 6 cans. This pattern follows the triangular number sequence, where the total number of cans for n rows is the sum of the first n natural numbers. Formula The formula to calculate the total number of cans for ra rows is: n(n+1) Number of cans 2 Where n is the number of rows. Step-by-step Calculation for 4 and 5 rows For 4 Rows We use the formula: Number of cans (4+1)=4x5=1 2 Thus, for 4 rows, the total number of cans is 10.
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 38RE: Baling Hay In the first two trips baling hay around a large field, a farmer obtains 123 bales and...
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Question
What recursive and explicit formula can we use in the given sequence in the table?
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