WS9 but made into a Quizzizz :/

Determine if the event is mutually exclusive or mutually inclusive:
The probability of choosing a penny or a dime from 4 pennies, 3 nickels, and 6 dimes.

• Mutually Exclusive
• Mutually Inclusive
• I don't know...

Find the probability:
The probability of choosing a penny or a dime from 4 pennies, 3 nickels, and 6 dimes.

• 7/13
• 6/13
• 4/13
• 10/13

Determine if the event is mutually exclusive or mutually inclusive:
The probability of selecting a boy or a blonde-haired person from 12 girls (5 have blonde hair) and 15 boys (6 have blonde hair).

• Mutually Exclusive
• Mutually Inclusive
• I don't know...

Find the probability:
The probability of selecting a boy or a blonde-haired person from 12 girls (5 have blonde hair) and 15 boys (6 have blonde hair).

• 15/27
• 26/27
• 20/27
• 11/27

Determine if the event is mutually exclusive or mutually inclusive:
The probability of drawing a king or a queen from a standard deck of cards.

• Mutually Exclusive
• Mutually Inclusive
• I don't know...

Find the probability:
The probability of drawing a king or a queen from a standard deck of cards.

• 9/52
• 2/13
• 4/26
• 4/52

Balls numbered 1 to 25 are placed in a bin. 5 of them are randomly drawn.
P(selecting 5 even numbers)

• 12/805
• 12/25
• 1/792
• 1/5

Balls numbered 1 to 25 are placed in a bin. 5 of them are randomly drawn.
P(selecting 5 two-digit numbers)

• 16/25
• 104/1265
• 4368/26565
• 5/16

Balls numbered 1 to 25 are placed in a bin. 1 of them is randomly drawn.
P(odd or multiple of 3)

• 12/25
• 17/25
• 8/25
• 21/25

Balls numbered 1 to 25 are placed in a bin. 1 of them are randomly drawn.
P(even or less than 10)

• 21/25
• 4/25
• 12/25
• 17/25