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dalvyx [7]
3 years ago
12

1. A girl scout troop uses 14 flashlight batteries on a three-night camping trip. If they are planning a seven-night trip, how m

any batteries should they bring?
2. Three pumps can remove a total of 1700 gallons of water per minute from a flooded mineshaft. If engineers want to remove at least 5500 gallons per minute, how many pumps will they need operating?

3.Geologists in Antarctica find an average of 7 meteorite fragments in every 500 tons of gravel they sift through. How much gravel must they sift through in order to get 100 fragments?

4. A case of 24 tennis balls weighs 3 pounds. How much would a shipment of 2560 tennis balls weigh?

5. A cookie recipe calls for 3 eggs and makes 4 dozen cookies.
a. How many (dozen) cookies could you make with a dozen eggs?
b. How many eggs would you need to make 18 dozen cookies?

6. A map of Connecticut is drawn to a scale where 2 inches on the map represents 35 miles.
a. If Greenwich and Stonington are 105 miles from each other, how far apart do they appear on the map?
b. On this same map the road from Mystic to Hartford is 11⁄2 inches long. How far apart are Mystic and Hartford?

7. Will’s Widget Works can produce 21⁄2 tons of widgets in an 8 hour work day.
a. How many widgets can Will’s Widget Works produce between 9 am and noon?
b. McGee Manufacturing, Inc. needs to order 17 tons of widgets. How many work days will it take Will’s Widget works to fill this order?

8. The ratio of boys to girls in Ms. Alper’s math classes is 5 ∶ 7. If there are 60 students in all of her classes, how many are boys?
Mathematics
1 answer:
yanalaym [24]3 years ago
3 0
Answer to 4.
About 106.66
If they ask if a rounded answer it would be 107. You just divide 2560 by 24 because you know 24 balls is 3 pounds.
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Answer: B

Step-by-step explanation:

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Jimmy invest $16,000 in an account that pays 7.03% compounded quarterly. How long (in years and months) will it take for his inv
Vladimir [108]
To solve this we are going to use the compound interest formula A=P(1+ \frac{r}{n})^{nt}
where:
P is the investment
r is the interest rate in decimal form
n is the number of times the interest is compounded per year
t is the time in years
A is the amount after t years 

First, lets convert the interest rate to decimal dividing it by 100%:
r= \frac{7.03}{100} =0.0703
Next, lets find n. Since we know that the interest is compounded every 4 months (quarterly), it will be compounded \frac{12}{4} =3 times in a year, so n=4.
We also know that A=23000 and P=16000, so lets replace all the quantities into our compound interest formula:
25000=16000(1+ \frac{0.0703}{3})^{3t}
25000=16000(1.0234)^{3t}

Notice that the the number of years t is in the exponent, so we have to use logarithms to bring it down. But first lets divide both sides by 16000 to isolate the  exponential expression:
\frac{25000}{16000} =(1.0234)^{3t}
(1.0234)^{3t} = \frac{25}{16}
ln(1.0234)^{3t} =ln( \frac{25}{16} )
t= \frac{ln( \frac{25}{16}) }{3ln(1.0234)}
t=6.43

Now that we know t=6.43, the last thing to do is convert 0.43 years to months:
(0.43 years)( \frac{12months}{1year} )=5.16months

We can conclude that Jimmy's investment will take 6 years and 5 months to reach $25,000.
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The I and II are linear function, so those have the same domain and the same range always. So the answer is B

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