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40. the price of a carton of computer paper decreased from $25 to $20. …

Question

  1. the price of a carton of computer paper decreased from $25 to $20. what was the percent decrease in the price? a. 80% b. 50% c. 20% d. 5% 41. suddeth travel estimates that 80 percent of its employees have more than 12 days of unused sick leave. if 140 employees have more than 12 days of unused sick leave, how many employees work at the agency? a. 112 b. 164 c. 175 d. 700 42. matthew put $2200 in a savings account for one year and six months. if he earns simple interest at an annual rate of 8 percent, how much will he have in the account at the end of the time period? a. $2212 b. $2376 c. $2464 d. $2640 43. julio is looking forward to a three - day weekend. on friday, he will either go to the beach or attend a street festival. on saturday, he plans to visit a museum, but he is trying to decide among three different museums. on sunday, he will try one of four new restaurants. how many ways could julio combine these weekend activities? write your answer on the line 44. there are 15 colored chips in a bag. eight are green, and seven are white. five white chips are removed. what is the probability that the next chip selected will be green? a. 100% b. 80% c. 75% d. 25% 45. a book club, which has two women and three men, can send three of its members to a book signing. how many possible combinations of members could attend the book signing? a. 1 b. 5 c. 10 d. 120 46. question 46 is based on the following graph. second - grade election results # of votes 12 10 8 6 4 2 0 rex slater marge thacker teddy foosegeit candidates

Explanation:

Response
40.

Step1: Find price decrease amount

$25 - 20=5$

Step2: Calculate percent - decrease

$\frac{5}{25}\times100\% = 20\%$

Step1: Let the total number of employees be $x$.

Set up the equation $0.8x = 140$

Step2: Solve for $x$

$x=\frac{140}{0.8}=175$

Step1: Convert time period to years

One - year and six - months is $t = 1.5$ years.

Step2: Calculate simple interest

$I=P\times r\times t$, where $P = 2200$, $r=0.08$, and $t = 1.5$. So $I=2200\times0.08\times1.5=264$

Step3: Find the total amount

$A=P + I=2200+264 = 2464$

Answer:

C. 20%

41.