Probability Unit Quiz

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on black?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on gray?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on an even number or a gray space?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on an even number and a gray space?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on an a black or white space?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on an a gray or white space?

Mathematical Equivalence

ON

The spinner shown has black, gray, and white spaces numbered 1 to 8. If you spin it once, what is the probability that you land on the 7?

Mathematical Equivalence

OFF

You play a balloon-popping game at the carnival. There are 40 balloons on a board, and you get to throw darts until you pop one.  25 contain a voucher for a small prize, 10 contain a voucher for a large prize, and the remaining balloons are empty. 

If you pop one balloon, what is the probability you win a small prize?

Mathematical Equivalence

ON

You play a balloon-popping game at the carnival. There are 40 balloons on a board, and you get to throw darts until you pop one.  25 contain a voucher for a small prize, 10 contain a voucher for a large prize, and the remaining balloons are empty. 

If you pop one balloon, what is the probability you win a large prize?

Mathematical Equivalence

ON

You play a balloon-popping game at the carnival. There are 40 balloons on a board, and you get to throw darts until you pop one.  25 contain a voucher for a small prize, 10 contain a voucher for a large prize, and the remaining balloons are empty. 

If you pop one balloon, what is the probability you win no prize?

Mathematical Equivalence

ON