Number, NAP_70053
Question
What is the sum of the six consecutive odd numbers whose average is 10?
Worked Solution
|
|
| 6S |
= 10 |
| S |
= 10 × 6 |
|
= {{{correctAnswer}}} |
Therefore, {{{correctAnswer}}} is the sum of the six consecutive odd numbers whose average is 10.
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UzlLAJNIkSdcOikWGHePhR1imOASZ8WbkEt7J8wAKx14whfLOM26hkXOiMcUyH8443Cd7LuriJX25RfF/XN/YMmtIkUl6VXQAm7v5Idxz7VHJXfRxnMgyCPduuBbdRMNCc+obubOJhwKV5krN/FBtCciYyuiw/IRlGAtaofe6fg4Yfg09zo2U6wTyboMxEQLTvL8Z1BVmBUHh69ztKq/fgjhINw69ZJPl5dtMovLIEIiRpuq90TmQBKxjzsFZAtThy/34aomZuCHKhCr+mYg2jZAO8/sWWHNeBY12q0K8x3WMoUarjyW7qhqbRL1dHHCYaddytWSLFIsCLduNVE74zRhlN4q8njrvnyCvzeRtQl6qYmi0J60n6gw
Variant 0
DifficultyLevel
514
Question
What is the sum of the six consecutive odd numbers whose average is 10?
Worked Solution
|
|
| 6S |
= 10 |
| S |
= 10 × 6 |
|
= 60 |
Therefore, 60 is the sum of the six consecutive odd numbers whose average is 10.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers