Page 9 - Digi notes maths
P. 9
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S 2, 3, 4, 5, 6 n 6
1,
s
3,
1. P(Number multiple of 3 n 6 2 1
)
n s 6 3
2. P(Number multiple of 3 and 2 n 6 1
)
n s 6
2,
)
3. P(Number multiple of 3 or 2 n 4, 3, 6 4 2
n s 6 3
2,
4. P(An eve n Number) n 4, 6 3 1
n s 6 2
1,
5. P(An odd Number) n 3, 5 3 1
n s 6 2
2,
6. P(A Prime number ) n 3, 5 3 1
n s 6 2
1,
7. P(A natu ral Number ) n 2, 3, 4, 5, 6 6 1
n s 6
7. P(A frac tional Num ber) n 0 0
n s 6
4. Two fair dice are thrown simultaneously at random. What is
the probability of getting:
1) A doublet.
2) A doublet of even numbers
3) A multiple of 2 on one and a multiple of 5 on the other.
4) An even number on one and a multiple of 4 on the other.
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S 2, 3, 4, 5, 6 n 6
1,
s
3,
1. P(Number multiple of 3 n 6 2 1
)
n s 6 3
2. P(Number multiple of 3 and 2 n 6 1
)
n s 6
2,
)
3. P(Number multiple of 3 or 2 n 4, 3, 6 4 2
n s 6 3
2,
4. P(An eve n Number) n 4, 6 3 1
n s 6 2
1,
5. P(An odd Number) n 3, 5 3 1
n s 6 2
2,
6. P(A Prime number ) n 3, 5 3 1
n s 6 2
1,
7. P(A natu ral Number ) n 2, 3, 4, 5, 6 6 1
n s 6
7. P(A frac tional Num ber) n 0 0
n s 6
4. Two fair dice are thrown simultaneously at random. What is
the probability of getting:
1) A doublet.
2) A doublet of even numbers
3) A multiple of 2 on one and a multiple of 5 on the other.
4) An even number on one and a multiple of 4 on the other.
Page 9 of 20
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