An experiment consists of rolling two fair dice. The diagram below shows a sample space that has all outcomes equally likely. What is the probability that the total shown on both dice is greater than or equal to

ABC garage replaces brakes and shocks. Eighty-five percent of the automobiles that come in need new brakes and 35% need shocks. An automobile is brought in. What is the probability that the automobile needs both brakes and shocks?

he concept of probability, including the notion of an experiment, outcomes, and sample space. How can each of these be useful to us?

A mechanical press is used to mold shapes for plastic toys. When the machine is adjusted and working well, it still produces about 6% defective toys.  The toys are manufactured in lots of 100.  What is the probability that the percent of defective toys is 11% or more?

Sixty percent of clowns aren’t funny.   If you randomly encounter three different clowns, what is the probability that none of them are funny?

An experiment is rolling two fair dice. What is the probability that the sum is 6?

A computer manufacturing process produces a circuit that is installed into a computer. The circuits can be either Good (G) or Defective (D). The percentage of  Defective circuits is 12%. What is the probability ALL THREE circuits are Good?

During a basketball game, Sebastián is shooting two free throws. He makes 95% of his free throws. Assuming that his free throws are independent events, find the percent chance that he... (Note: Do not round your answers.) is in the groove and makes both free throws. makes the first and then misses the second. misses the first and then makes the second. struggles and misses both of his free throws. What is the sum of these four answers? % % % do %

In the experiment of rolling two unloaded dice. What is the probability that the sum of the two dice is 2?

At her archery lessons, Tess has a 90% chance of getting a bull's eye. Unfortunately, there is only a 40% chance that her instructor will be watching her when she shoots. What is the probability that her instructor will see Tess hit the bull's eye? Explain completely.