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# Consecutive Integers

1. Find two consecutive integers whose sum is 45. What is the equation that could be used to solve this problem?
2n %2b 2 = 45, 2n - 2 = 45, 2n %2b 1 = 45, 2n %2b 3 = 45
2. Find two consecutive integers whose sum is 45. What is the largest integer?
21, 22, 23, 24
3. Find two consecutive even integers such that the sum of the larger and twice the smaller is 62. What variables could be used to solve this?
n n%2b1, n n%2b2, n n%2b4, n n%2b3
4. Find two consecutive even integers such that the sum of the larger and twice the smaller is 62. What equation could be used to solve this?
2n %2b 2 = 62, (n%2b1) %2b 2n = 62, n %2b n%2b 2 = 62, (n%2b2) %2b 2n = 62
5. Find two consecutive even integers such that the sum of the larger and twice the smaller is 62. What is the larger of the two integers?
26, 32, 34, 28
6. Find three consecutive odd integers such that the sum of the smallest and 4 times the largest is 61. Which variable can be used?
n, n%2b1, n%2b2, n, n%2b1, n%2b3, n%2b1, n%2b3, n%2b4, n, n%2b2, n%2b4
7. class website Find three consecutive odd integers such that the sum of the smallest and 4 times the largest is 61. Which equation can be used?
n%2b 4(n%2b4) = 61, 4n %2b (n%2b4) = 61, n%2b4(n%2b2) = 61, n %2b 4n %2b 2 = 61
8. Find three consecutive odd integers such that the sum of the smallest and 4 times the largest is 61. What is the second integer?
15, 13, 11, 17
9. Find three consecutive odd integers such that the largest decreased by 3 times the second is 47 less than the smallest. What variables?
n, n%2b2, n%2b4, n, n%2b3, n%2b5, n, n%2b1, n%2b3, n%2b1, n%2b2, n%2b3
10. Find three consecutive odd integers such that the largest decreased by 3 times the second is 47 less than the smallest. What equation?
n %2b 4 - 3n %2b 2 = n - 47 create online activities , (n%2b4) - 3(n%2b2) = n - 47, (n%2b4) - 3n %2b 2 = n - 47, n %2b n%2b2 %2b n %2b 4 = 47
11. Find three consecutive odd integers such that the largest decreased by 3 times the second is 47 less than the smallest. What is the largest
17, 15, 13, 19