Answer:
7 ways
Step-by-step explanation:
You start off with 46 numbers
1. 46-6=40
2. 40-6=34
3. 34-6= 28
4. 28-6= 22
5. 22-6= 16
6. 16-6= 10
7. 10-6=4
We can not do anymore because there is not enough numbers left.
9366819 ways 6 numbers can be drawn from 46 numbers if the numbers are not repeated.
The number of ways 'B' numbers can be selected without repeating among 'A' numbers is
= [tex]C^{A} _{B}[/tex]
Here, among 46 lottery numbers, 6 numbers are to be drawn without repeating.
Therefore, number of ways it can be selected is
= [tex]C^{46} _{6}[/tex]
= (46!)/[(46 - 6)! × 6!]
= (46!)/(40! × 6!)
= 9366819
Learn more about selecting a smaller number from a larger number without repeating here:https://brainly.com/question/15014130
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