: : : | | | Given the pattern of the odd numbers below, which row has 361?
Given the pattern of the odd numbers below, which row has 361? Multiple approaches to examine the pattern in terms of each row:
Given the pattern of the odd numbers below, which row has 361? Multiple approaches to examine the pattern in terms of each row: The first and the last numbers.
Given the pattern of the odd numbers below, which row has 361? Multiple approaches to examine the pattern in terms of each row: The first and the last numbers. The middle number.
Given the pattern of the odd numbers below, which row has 361? Multiple approaches to examine the pattern in terms of each row: The first and the last numbers. The middle number. The sum of the numbers.
: : : | | | Given the pattern of the odd numbers below, which row has 361? The first and the last numbers
Given the pattern of the odd numbers below, which row has 361? The first and the last numbers
: : : | | | Given the pattern of the odd numbers below, which row has 361? The middle number
: : : | | | Given the pattern of the odd numbers below, which row has 361? The middle number
Given the pattern of the odd numbers below, which row has 361? The middle number
: : : | | | Given the pattern of the odd numbers below, which row has 361? The sum of the numbers
: : : | | | Given the pattern of the odd numbers below, which row has 361? The sum of the numbers Average ±Range ±0 ±1 ±2 ±3 ±4 ±5 ±6 n n 3 n 2 ± n-1
Given the pattern of the odd numbers below, which row has 361? Summary of the pattern Row: st & Last Nos
Given the pattern of the odd numbers below, which row has 361? Summary of the pattern Row: st & Last Nos Difference Difference
Given the pattern of the odd numbers below, which row has 361? Summary of the pattern Row: n Sum of the number: n Average of the sum: n Range about the average ±(n-1) ±0 ±1 ±2 ±3 ±4 ±5 ±6
Given the pattern of the odd numbers below, which row has 361? Note:225 < 361 < = = = = 361
Given the pattern of the odd numbers below, which row has 361? Note:225 < 361 < = 361 Row: 19
The problem is solvable by multiple approaches: Pattern recognition requires Identification sequences of numbers Addition of sequences of numbers Squaring & cubing of an integer Average & range of data 1) Continuing to fill numbers 2) Recognition of a pattern