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stepladder [879]
3 years ago
12

Gru's schemes have a/an 11% chance of succeeding. An agent of the Anti-Villain League obtains access to a simple random sample o

f 1100 of Gru's upcoming schemes.Find the probability that...(Answers should be to four places after the decimal, using chart method, do NOT use the continuity correction):

Mathematics
1 answer:
Musya8 [376]3 years ago
6 0

Answer:

The complete solution is given in the attachments.

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Ella stacks two boards under a table to make it level. One board is į inch thick. The
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Step-by-step explanation:

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we don't know the thickness of the boards, and we cannot understand what we need to calculate, and what the answer options are.

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An elementary school received a donation of 1,000 dollars.The school has 4 kindergarten classes and three classes each in grades
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kelly just brought a new pair of shoes! she received a 30% discount, which saved $15 off of the original price. what was the ori
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3 years ago
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3 years ago
Given that Jocelyn saved $60 in 8 weeks, predict the number of weeks it will take Jocelyn to save $90. Include in your explanati
SashulF [63]

number of weeks: <em>w </em>is the x value, and the number of money saved: <em>m</em>  is the y value. First, we need to find out how much she makes in 1 <em>w </em>and because k = y/x, we need to divide 60 by 8, which gives u 7.5, so she saves $7.50 every week Finally, we figure out the number of weeks it takes her to save $90, and to do that, we use the formula x = y/k. Using that formula, we get the expression $90/$7.50 or $90/$7.5. 90/7.50 = 12, so x = 12. It will take her 12 weeks to save $90. In order to check our answer, we can say that we didn't know the number of <em>m</em> she saved, but we do know how many weeks. To find a solution, we use the formula y = kx (the blank between kx means that we are multiplying). Using that formula, we get the equation 12 X 7.50. When we solve this equation, we get 90, and since it is the same answer as the real problem, that means the answer for the real problem is correct. (BTW sorry this is so long)

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3 years ago
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