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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NRECBHQkKUDphRbupU/gBZAv+IDJkpLGO2ZQMRPdBuN+cRtBedQH2jyMPlPZKZJ/wZUKX3AVWhVVgMNXYNyWxMTgHRJNWeVlaLhqR6RyRbJGbE2CUfLLzmTMMzBEo5y1jqSMrRyrZ3wPCupqe5eovstXvpv5Y2PmFAY6Z/8CcpmUaHfHNVIWoeEYo+p0RBlabNc1px9T3Vw6dDnhHn9gLqa3/s9CcKWu7h1t/6jhbodNTSJ0XRrxbH9UCjwajAYOnZYsmKWnOn1t2CEuyqC4qVoAx+S+mcI1A5JTs4fLsr4s1TcvvmaGbwPUL3ccjc8yjmMx+4DQf5zoCT7p91ONYik/ymwUsPLkNb0=
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