It has been found that 60 percent of homes subscribe to a cable service including the program "Cooking with Math". However, of these subscribers, 18 percent never watch "Cooking with Math", while 15 percent claim to watch it more than 5 times per week.

Find the probability (as a decimal value) that a randomly selected home subscribes to a cable service including the program "Cooking with Math" and watches it more than 5 times per week.

60% of subscribers have access to the cooking show.

"of these .... 15 percent claim to watch it more than 5 times per week. "

So 60%*15%=9% of all subscribers watch it more than 5 times per week.

Can you take it from here?

what do i need to do next i donot understand the second part?

To find the probability that a randomly selected home subscribes to a cable service including the program "Cooking with Math" and watches it more than 5 times per week, we need to multiply the probability of subscribing to the cable service by the probability of watching it more than 5 times per week.

Given that 60 percent of homes subscribe to a cable service including "Cooking with Math", the probability of subscribing is 0.60 (or 60%). Similarly, 15 percent of subscribers claim to watch it more than 5 times per week, so the probability of watching it more than 5 times per week is 0.15 (or 15%).

To find the probability of both events happening, we multiply the probabilities:

Probability = Probability of subscribing * Probability of watching more than 5 times per week
= 0.60 * 0.15
= 0.09

Therefore, the probability (as a decimal value) that a randomly selected home subscribes to a cable service including the program "Cooking with Math" and watches it more than 5 times per week is 0.09.