Number, NAP_70052
Question
What is the sum of the four consecutive odd numbers whose average is 9?
Worked Solution
|
|
4S |
= 9 |
S |
= 9 × 4 |
|
= {{{correctAnswer}}} |
Therefore, {{{correctAnswer}}} is the sum of the four consecutive odd numbers whose average is 9.
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09lVKrUtU8Y4A+ONLB6YQ8vVGsF10cwTI1iMEZ0zND+HNAY2MbBi9eGiMbee+tEm0qDq73zFzpYmXUC5ylOJno5fu31fw5h7Tm4IaDYBlHBDlRopyIHZDukhV9Ut2YRtJsoFpDy/rc2XfoVL9MyhL1T3vEXof87pMdKnmYk1q6cLIBKPpZd0VrApejpr7FEc7j0/bZt/b4tGtMaT3rg0SflCwb66KoQLkOSwDRFJBQwXGohayUEvLr3GLT9cWTOmBfCNaacFg4JFMdYpejf0ZBiT8zSMCgXyYos6B55pxZ1qixQ+v6KOQQTZ5B5xWmhqrAz3FU+cov0SYHkMRJ6vEZoJhAVYXDhDGHQ=
Variant 0
DifficultyLevel
510
Question
What is the sum of the four consecutive odd numbers whose average is 9?
Worked Solution
|
|
4S |
= 9 |
S |
= 9 × 4 |
|
= 36 |
Therefore, 36 is the sum of the four consecutive odd numbers whose average is 9.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | |
Answers