Find the probability of winning a lottery by selecting the correct six integers where the order in which these integers are sele
cted does not matter from the positive integers not exceeding 30
1 answer:
There are C(30, 6) = 30!/(6!*(30-6)!) = 593,775 ways to pick 6 numbers from the first 30 positive integers.
The probabilty of matching 6 randomly chosen integers is 1/593,775.
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A because the other answer choices are not associated with what is in the graph
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6 - Not similar
7 - Similar, 2x factor
8 - Similar, 3x factor
9 - Similar, 3x factor
10 - Not similar
11 - Similar, 5/3x factor
12 - x = 15
y = 25
z = 115
Step-by-step explanation:
The value of 6 – (-8) + (-12) + 4
:6
