♥MiMi♫

Chemical Products makes two insect repellants, Regular and Super. The chemical used for Regular is 15% DEET, and the chemical used for Super is 25% DEET. Each carton of repellant contains 22 ounces of the chemical. In order to justify starting production, the company must produce at least 10,200 cartons of insect repellant, and it must produce at least twice as many cartons of Regular as of Super. Labor costs are $8 per carton for Regular and $6 per carton for Super. How many cartons of each repellant should be produced to minimize labor costs if 54,450 ounces of DEET are available?

Note: It would be helpful if you can provide how to get the solutions. Thanks!

Felix and Maria Strom sold some property and decided to invest $65,000 in low-risk government bonds and in higher-risk corporate bonds. Their investment counselor suggested government bonds that paid 4.4% interest and corporate bonds that paid 6.75% interest. Felix and Maria wanted to be sure their investment included a balance of both bond types, so they instructed the investment counselor to invest at least $15,000 in government bonds and no more than $24,000 in corporate bonds. They wanted the maximum return on their total investment. Find the amount invested in each type of bond that will maximize interest income.

How do I make a histogram on Excel without using the data analysis tool, since I can't find it.

1) If each line contains two points then what is the number of distinct lines determined by three non-collinear points.

A. 1

B. 2

C. 3

D. 6

E. None of the above

2) Point M is the midpoint of AB . If MB = 13 and AB = 5x - 4 , find x.

A. 4.4

B. 6

C. 3.4

D. 2.1

E. None of the above

What is the measure of the angle between hands of a clock when it shows 8 o’clock?

A. 90

B. 100

C. 120

D. 140

E. None of the above

Explain if possible because I believe I have the answer, but not sure. Thanks!

If point S is between R and T on a segment, RS = 3x + 5, ST = x – 2 and RT = 39, then RS = ??

Explain if possible. Thanks!

1) If each line contains two points then what is the number of distinct lines determined by three non-collinear points.

A. 1

B. 2

C. 3

D. 6

E. None of the above

2) Point M is the midpoint of AB . If MB = 13 and AB = 5x - 4 , find x.

A. 4.4

B. 6

C. 3.4

D. 2.1

E. None of the above

What is the measure of the angle between hands of a clock when it shows 8 o’clock?

A. 90

B. 100

C. 120

D. 140

E. None of the above

Explain if possible because I believe I have the answer, but not sure. Thanks!

1. Classify the following statement as a simple, a conjunction, a disjunction, or a

conditional, if possible: Be careful and drive slowly.

A. Simple

B. Conjunction

C. Disjunction

D. Conditional

E. Not a statement

2. Classify as true or false, if possible: 5 < 2 or 5 = 2.

A. True

B. False

C. Not possible to classify

Explain, if possible. Thanks!

or is there a way to hack it?

1. The Flores Family loves to go sailing on the weekends. Mr. Flores has decided to purchase a more spacious sailboat. The sailboat he is interested in buying in 2 years will cost him $20,000. An account at Invest Well Bank earns 6% per year compounded monthly. How much should Mr. Flores deposit in this account at the beginning of each month to be able to pay cash for the sailboat in 2 years?

a) $935.16

b) $747.06

c) $845.78

d) $816.41

e) $786.41

f) None of the above.

2. A school realizes that they need a new copy machine for their main office. The copy machine costs $4,500. After speaking with the financial advisor, they decide to pay 20% of the cost of the machine in cash and finance the rest through their credit union. How much is their monthly payment if the credit union will charge 2% per year compounded monthly for 3 years?

a) $23.09

b) $99.87

c) $103.11

d) $113.11

e) $33.09

f) None of the above.

3. Your brother would like to have $27,000 in 2 years for the purchase of a new car. What monthly payment should he make into an account paying 6% per year compounded monthly to attain his goal?

a) $1,091.66

b) $1,061.66

c) $1,081.66

d) $1,071.66

e) $1,031.66

f) None of the above.

4. You borrowed $11,000 from your bank to build a small cabin on your property. The bank will charge 6% per year compounded quarterly. You decide to payoff this loan in 2 years by making quarterly payments. How much are your quarterly payments?

a) $1,449.42

b) $1,469.42

c) $1,499.42

d) $1,479.42

e) $1,439.42

f) None of the above.

Thanks!

1. The Flores Family loves to go sailing on the weekends. Mr. Flores has decided to purchase a more spacious sailboat. The sailboat he is interested in buying in 2 years will cost him $20,000. An account at Invest Well Bank earns 6% per year compounded monthly. How much should Mr. Flores deposit in this account at the beginning of each month to be able to pay cash for the sailboat in 2 years?

a) $935.16

b) $747.06

c) $845.78

d) $816.41

e) $786.41

f) None of the above.

2. A school realizes that they need a new copy machine for their main office. The copy machine costs $5,500. After speaking with the financial advisor, they decide to pay 10% of the cost of the machine in cash and finance the rest through their credit union. How much is their monthly payment if the credit union will charge 4% per year compounded monthly for 2 years?

a) $234.95

b) $202.12

c) $18.58

d) $38.58

e) $214.95

f) None of the above.

3. Your brother would like to have $24,000 in 3 years for the purchase of a new car. What monthly payment should he make into an account paying 8% per year compounded monthly to attain his goal?

a) $572.07

b) $622.07

c) $552.07

d) $592.07

e) $582.07

f) None of the above.

4. You borrowed $13,000 from your bank to build a small cabin on your property. The bank will charge 8% per year compounded quarterly. You decide to payoff this loan in 3 years by making quarterly payments. How much are your quarterly payments?

a) $1,269.27

b) $1,249.27

c) $1,239.27

d) $1,219.27

e) $1,229.27

f) None of the above.

Thanks.

1. Let A and B be events in a sample space S such that P(A) = 0.37, P(B) = 0.49 and P(A ∩ B) = 0.17. Find P(A | B).

a) 0.0204

b) 0.4595

c) 0.1977

d) 0.3469

e) 0.7551

f) None of the above.

2. Let A and B be events in a sample space S such that P(A) = 27⁄100 , P(B) = 49⁄100 , and P(A ∩ B) = 7⁄100 . Find P(B | Ac ).

a) 0.8571

b) 0.0959

c) 0.5753

d) 1.8148

e) 0.6712

f) None of the above.

3. Suppose that A and B are independent events. If P(A) = 7⁄10 and P(B) = 3⁄5 , find P(A ∩ B).

a) 0.06

b) 1.00

c) 0.42

d) 0.07

e) 0.13

f) None of the above.

4. Quality Control: A company has four photocopy machines A, B, C and D. The probability that a given machine will break down on a particular day is

P(A) = 13⁄100

P(B) = 9⁄50

P(C) = 1⁄5

P(D) = 13⁄100

Assuming independence, what is the probability on a particular day that all machines will break down?

a) 0.00164366

b) 0.00060840

c) 0.01000000

d) 0.00000234

e) 0.16436555

f) None of the above.

My book got stolen so I didn't have the formulas to help. THANKS FOR THE HELP!

1. Luke invested $110 at 5% simple interest for a period of 6 years. How much will his investment be worth after 6 years?

a) $140.00

b) $143.00

c) $144.00

d) $142.00

e) $147.00

f) None of the above.

2. Mr. Smith wishes to retire in 11 years. When he retires he would like to have $500,000 in his bank account. Mr. Smith's bank pays 6% per year compounded annually. How much should he deposit now to attain his goal?

a) $263,395.76

b) $263,397.76

c) $263,393.76

d) $263,394.76

e) $263,396.76

f) None of the above.

3. A grandmother deposited $1,000 in an account that pays 6% per year compounded annually when her granddaughter was born. What will the value of the account be when the granddaughter reaches her 17th birthday?

a) $2,722.77

b) $2,692.77

c) $2,732.77

d) $2,682.77

e) $2,672.77

f) None of the above.

4. Jack and Tracy would like to have $10,000 for a down payment on a new condo. A savings account at their local credit union will pay 2% per year compounded monthly. How much should they deposit now in this account to have the down payment in 3 years?

a) $9,458.12

b) $9,388.12

c) $9,418.12

d) $9,448.12

e) $9,428.12

f) None of the above.

5. Stor-Away Co. needs to buy a new forklift. The company decides to deposit $3,700 in an account that earns 3% per year compounded semiannually. How much will the investment be worth in 2 years?

a) $3,957.05

b) $3,927.05

c) $3,907.05

d) $3,967.05

e) $3,887.05

f) None of the above.

6. John wishes to set up an account for his grandfather so that he can have some extra money each month. John wants his grandfather to be able to withdraw $130 per month for the next 4 years. How much must John invest today at 7% per year compounded monthly so that his grandfather can withdraw $130 per month for the next 4 years?

a) $5,438.83

b) $5,428.83

c) $5,448.83

d) $5,418.83

e) $5,398.83

f) None of the above.

7. John got a part time weekend job at a local restaurant to save for a new car. He plans on depositing $160 per month for the next 3 years in a savings account with a rate of 6% per year compounded monthly. How much will he have saved toward his down payment at the end of the 3 year period?

a) $6,293.78

b) $6,303.78

c) $6,323.78

d) $6,253.78

e) $6,273.78

f) None of the above.

8. Fred purchased a new car. His monthly payments are $550 per month. He will be paying on his car for 5 years, and the loan costs 9% per year compounded monthly. What was the original cost of the car?

a) $26,493.36

b) $26,492.36

c) $26,494.36

d) $26,499.36

e) $26,495.36

f) None of the above.

9. Jackson deposits $220 each month into a savings account earning interest at the rate of 5% per year compounded monthly. How much will he have in this account at the end of 7 years?

a) $22,071.30

b) $22,075.30

c) $22,076.30

d) $22,074.30

e) $22,072.30

f) None of the above.

10. Esther pays $467 per month for 6 years for a car. She made a down payment of $3,700. If the loan costs 7.1% per year compounded monthly, what was the cash price of the car?

a) $31,014.63

b) $45,469.53

c) $23,614.63

d) $27,314.63

e) $38,069.53

f) None of the above.

11. You borrowed $11,000 from your bank to build a small cabin on your property. The bank will charge 6% per year compounded quarterly. You decide to payoff this loan in 2 years by making quarterly payments. How much are your quarterly payments?

a) $1,449.42

b) $1,469.42

c) $1,499.42

d) $1,479.42

e) $1,439.42

f) None of the above.

12. Your brother would like to have $27,000 in 2 years for the purchase of a new car. What monthly payment should he make into an account paying 6% per year compounded monthly to attain his goal?

a) $1,091.66

b) $1,061.66

c) $1,081.66

d) $1,071.66

e) $1,031.66

f) None of the above.

13. A school realizes that they need a new copy machine for their main office. The copy machine costs $5,500. After speaking with the financial advisor, they decide to pay 20% of the cost of the machine in cash and finance the rest through their credit union. How much is their monthly payment if the credit union will charge 4% per year compounded monthly for 3 years?

a) $37.77

b) $27.77

c) $131.02

d) $109.91

e) $129.91

f) None of the above.

14. The Flores Family loves to go sailing on the weekends. Mr. Flores has decided to purchase a more spacious sailboat. The sailboat he is interested in buying in 4 years will cost him $25,000. An account at Invest Well Bank earns 2% per year compounded monthly. How much should Mr. Flores deposit in this account at the beginning of each month to be able to pay cash for the sailboat in 4 years?

a) $467.33

b) $534.09

c) $500.71

d) $607.48

e) $510.71

f) None of the above.

The following table shows the frequency of outcomes when two distinquishable coins were tossed 6,000 times. What is the estimated probability that heads comes up at least once?

The following table shows the frequency of outcomes when two distinquishable coins were tossed 6,000 times. What is the estimated probability that heads comes up at least once?

Outcomes HH HT TH TT

Frequency 1,501 1,505 1,502 1,492

a) 0.5002

b) 0.7513

c) 0.0008

d) 0.2508

e) 0.2503

An experiment with outcomes A, B, C, D, E, and F is described by the following table:

Outcome A B C D E F

Probability 3⁄100 1⁄25 9⁄100 1⁄20 3⁄5 19⁄100

Let n = { A, B }, and m = { C, E, F }. Determine P(n).

a) 0.03

b) 0.34

c) 0.07

d) 0.46

e) 0.50

Let S = {2, 3, 4, 5, 6, 7, 8} be a sample of an experiment and let X = {2, 5, 8}, Y = {3, 4, 6}, and Z = {2, 4, 6} be events. Which of the following statements is correct?

a) X and S are mutually exclusive events.

b) X and Y are mutually exclusive events.

c) Z and Y are mutually exclusive events.

d) X, Y, and Z are mutually exclusive events.

e) X and Z are mutually exclusive events.

Is this sentence worded correctly? If not, how should it be?:

An administrative position in a service industry utilizing organizational, analytical, and communication skills.

THANKS!

1) A teacher found that her class of 25 students had 9 who spoke English, 6 who spoke only Spanish, 4 who spoke only Russian, 2 who spoke only Vietnamese, and 4 who spoke only Hmong. Find the probability that in a group of 5 chosen at random, at least two spoke Vietnamese or Hmong.

2) 11.3% of the population is 65 or older. Find the probability that the following number of persons selected at random from 50 people are 65 or older. The probability that all are 65 or older is _____.

3) 90% of the voters favor Ms.Stein. If 2 voters are chosen at random, find the probability that none support Ms.Stein, and the probability that at least one support Ms.Stein.

I've been working on these problems for a week and still can't figure out, so any help is appreciated. Thanks!

I'm confused about how the multiattribute attitude model works, therefore I don't know how to answer this question. Any help would be appreciated. Thanks.

How do you use the multiattribute attitude model to developed a fruit-based carbonated drink for the following countries?

a. India

b. Chile

c. Qatar

1. What problem does it address and how?

2. How wide spread is the problem?

3. What are the consequences of the problem?

4. What do you like/dislike about the American Red Cross?