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dexar [7]
2 years ago
9

Exactly a year ago, the volume of Arlington lake was 1,620,757 liters. Right now, it’s volume is 382,403 liters greater. How man

y liters of water does the lake currently hold?
Mathematics
2 answers:
Tresset [83]2 years ago
6 0

Answer:

2,003,16

Step-by-step explanation:

We can see the keyword greater and know to add.

If someone mixes 36 liters of orange juice and 45 liters of soda water, how many batches would they make?

1,620,757 + 382,403 = 2,003,160

UkoKoshka [18]2 years ago
3 0

Answer:

2,003,160

Step-by-step explanation:

We can see the key word greater and know to add.

If someone mixes 36 liters of orange juice and 45 liters of soda water, how many batches would they make?

1,620,757 + 382,403 = 2,003,160

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an animal shelter in a 36 kittens and 12 puppies available for adoption what is the ratio of puppies to kittens
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The sum of two numbers is 36. One number is 8 more than the other one. Find the two numbers and explain your thinking
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A photo is 10 cm long. It is enlarged so that all dimensions are increased by 20%. Find the length of the enlarged photo.  
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3 years ago
Option 1: You invest $25/month at a rate of 3.25% APR compounded monthly for 30 years. Option 2: You invest $75/quarter at a rat
Tpy6a [65]

Answer:

1)

Option 3 was the least amount invested and The investment plan was single amount

2)

option 2 yielded the highest amount at the end of the 30 years, The basis of the plan is contributions are made at the beginning of the period and $75/ quarter at a rate of 4.00%

3)

Principal invested for the highest final balances = $ 17425.43

Principal invested for the lowest final balances = $ 6489.17

Difference = $ 10,936.26

Difference in the interest earned = Interest earned in 2nd option - Interest earned on 3rd option

Difference in the interest earned = 8425.43 - 5489.17

Difference in the interest earned = $ 2936.26

4)

It is better to invest more money in the beginning as it yield more ( Total Interest earned = 6209.31)

Step-by-step explanation:

Options      Contributions     Total Interest Earned                Final Balance

1                   $25/ month                6,250.50                          15,250.50

2                    $75/ quarter        8,425.43                     17,425.43

3                    $ 1000                   5,489.17                          6,489.17

Which option was the least amount invested and what was the investment plan?

Option 3 was the least amount invested and The investment plan was single amount

Which option yielded the highest amount at the end of the 30 years and what was the basis of the plan?

option 2 yielded the highest amount at the end of the 30 years, The basis of the plan is contributions are made at the beginning of the period and $75/ quarter at a rate of 4.00%

What is the difference in the principal invested for the highest and lowest final balances? What is the difference in the interest earned?

Principal invested for the highest final balances = $ 17425.43

Principal invested for the lowest final balances = $ 6489.17

Difference = $ 10,936.26

Difference in the interest earned = Interest earned in 2nd option - Interest earned on 3rd option

Difference in the interest earned = 8425.43 - 5489.17

Difference in the interest earned = $ 2936.26

Is it better to invest more money in the beginning or the end of the 30 years?

It is better to invest more money in the beginning as it yield more

The plan you would recommend for the largest return on investment (this means the most interest for the least amount invested)

Option 1  

Amount Invested = 25*12*30 = 9000

if contributions are made at the beginning of the period

Amount at the end of 30 Year = fv(rate,nper,pmt,pv,1)

rate = 3.25% compounded monthly = 3.25%/12

nper = 30 year = 30*12 = 360

pmt = 25

pv = 0

Amount at the end of 30 Year = fv(3.25%/12,360,25,0,1)

Amount at the end of 30 Year = $ 15,250.50

Total Interest earned = Amount at the end of 30 Year - Amount invested

Total Interest earned = 15250.50 - 9000

Total Interest earned = 6250.50

if contributions are made at the end of the period

Amount at the end of 30 Year = fv(rate,nper,pmt,pv,0)

rate = 3.25% compounded monthly = 3.25%/12

nper = 30 year = 30*12 = 360

pmt = 25

pv = 0

Amount at the end of 30 Year = fv(3.25%/12,360,25,0,0)

Amount at the end of 30 Year = $ 15,209.31

Total Interest earned = Amount at the end of 30 Year - Amount invested

Total Interest earned = 15209.31 - 9000

Total Interest earned = 6209.31

Option 2

Amount Invested = 75*4*30 = 9000

if contributions are made at the beginning of the period

Amount at the end of 30 Year = fv(rate,nper,pmt,pv,1)

rate = 4% compounded quarterly = 4%/4 = 1%

nper = 30 year = 30*4 = 120

pmt = 75

pv = 0

Amount at the end of 30 Year = fv(1%,120,75,0,1)

Amount at the end of 30 Year = $ 17425.43

Total Interest earned = Amount at the end of 30 Year - Amount invested

Total Interest earned = 17425.43 - 9000

Total Interest earned = 8425.43

if contributions are made at the end of the period

Amount at the end of 30 Year = fv(rate,nper,pmt,pv,0)

rate = 4% compounded quarterly = 4%/4 = 1%

nper = 30 year = 30*4 = 120

pmt = 75

pv = 0

Amount at the end of 30 Year = fv(1%,120,75,0,0)

Amount at the end of 30 Year = $ 17,252.90

Total Interest earned = Amount at the end of 30 Year - Amount invested

Total Interest earned = 17252.90 - 9000

Total Interest earned = 8252.90

Option 3

Amount Invested = 1000  

Amount at the end of 30 Year = fv(rate,nper,pmt,pv,1)

rate = 6.25% compounded monthlyy = 6.25%/12

nper = 30 year = 30*12 = 360

pmt = 0

pv = 1000

Amount at the end of 30 Year = fv(6.25%/12,360,0,1000)

Amount at the end of 30 Year = $ 6489.17

Total Interest earned = Amount at the end of 30 Year - Amount invested

Total Interest earned = 6489.17-1000

Total Interest earned = 5489.17

8 0
3 years ago
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