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Arte-miy333 [17]
2 years ago
11

Which equation represents the total cost (c) of purchasing cans of vegetables(v) at a price of $1.18 per can? What is the total

cost to purchase 98 cans of vegetables? Question 10 options: A) c = 1.18v; $83.05 B) v = 1.18c; $83.05 C) c = 1.18v; $115.64 D) v = 1.18c; $115.64
Mathematics
1 answer:
USPshnik [31]2 years ago
8 0

Answer:

C

Step-by-step explanation:

The equation must be equal to c since that is the total cost.

c = 1.18v

Plug in 98 for v to find the answer.

c = 1.18(98)

c = $115.64

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General exponential equation
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y = 300(1.05)^x
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we want to find an x that makes the value more than or equal to 650

650 <= 300(1.05)^x
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The APR of Antonio's savings account is 5.2%, and interest is compounded quarterly. If the principal in Antonio's savings accoun
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Hi there
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A=p (1+r/k)^kn
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Tim wants to purchase a watch for $98.99. He has a coupon that will discount the watch by 10%. If sales tax is 7.5%, what will T
PtichkaEL [24]

Answer:

$95.77

Step-by-step explanation:

We are told that Tim wants to purchase a watch for $98.99.

He has a coupon that will discount the watch by 10%. So price of watch after using coupon will be,

\text{Price of watch after discount}=98.99-(98.99*\frac{10}{100})

\text{Price of watch after discount}=98.99-(98.99*0.10)

\text{Price of watch after discount}=98.99-9.899=89.091

Now let us find the price of watch after sales tax of 7.5%.

\text{Price of watch after sales tax}=89.091+(89.091*\frac{7.5}{100})

\text{Price of watch after sales tax}=89.091+(89.091*0.075)

\text{Price of watch after sales tax}=89.091+6.681825

\text{Price of watch after sales tax}=95.772825\approx 95.77

Therefore, Tim will pay $95.77 at the register.

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2 years ago
6. Problems and Applications Q6 Consider an economy that produces only chocolate bars. In year 1, the quantity produced is 3 bar
natulia [17]

Answer:

Year 1 GDP Deflator is 100%

Year 2 GDP Deflator is 30%

Year 3 GDP Deflator is 14.29%

Inflation Rate between year 2 and year 3 is 50%

The Real GDP growth Rate for Year 2 and year 3 is 110%

Step-by-step explanation:

Year 1  

 Price of chocolate bar is $2 and 3 bars are sold that year so the real GDP is 3 x $2=$6 which we are also given that this year is the nominal base year so the nominal GDP is also $6. GDP is the sum of all market value produced products in an economy. Therefore that’s why we calculated as the price of a chocolate multiplied the number produced. To calculate the GDP Deflator will be as follows:

GDP Deflator= (nominal GDP/Real GDP) x 100

                      = ($6/$6) x 100

                       = 100%  

Year 2

Price of chocolate bars is $4 per bar and 5 bars were produced therefore Real GDP =$4 x 5 = $20, now we will calculate the GDP deflator as we have been told that year  is the nominal year therefore nominal GDP is $6.

GDP Deflator= (nominal GDP/Real GDP) x 100

                       = ($6/$20) x100

                        = 30%

Year 3

Price of chocolate bars is $6 per bar and 7 bars were produced therefore Real GDP =$6 x 7 =$42, now we calculate the GDP deflator as we have been told that year 1 is the nominal year therefore nominal GDP is $6.

GDP Deflator = (nominal GDP/ Real GDP) x 100

                      = ($6/$42)

                       =14.29%

Now we calculate the inflation rate between year 2 and year 3.we use the CPI (consumer price index to get the inflation rate for year 2 ad 3)

Consumer Price Index = (Current price of bar/previous price of bar) x 100 formula for CPI

                      = ($6/$4) x 100= 150%-100%

                         = 50% is the inflation rate as the consumer price gave us a positive value.

Now we compute the real GDP growth rate between year 2 and year 3

Real GDP growth rate = [  (current Real GDP- Previous Real GDP)/Previous Real GDP] x 100

                                      = ($42-$20)/$20

                                       = 110% so real GDP grew by 110% from year 2 to year 3.

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Answer:

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Step-by-step explanation:

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