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salantis [7]
3 years ago
13

A brownie recipe requires one and one third cups of sugar to one cup of chocolate chips. If four and two thirds cups of sugar is

used, what quantity of chocolate chips will be needed, according to the recipe?
...?
Mathematics
1 answer:
Anon25 [30]3 years ago
4 0
It is important to first simplify the numbers that are given in the question. It will make the problem easier to solve.

Amount of sugar required to make a brown recipe = 1 1/3
                                                                                = 4/3 cups
Amount of chocolate chips required = 1 cup
Amount of sugar required in the second case = 4 2/3
                                                                         = 14/3 cups
Now let us get down to the problem.
Amount of chocolate chips required for 4/3 cups of sugar = 1
Then
Amount of chocolate chips required
for 14/3 cups of sugar = (14/3)/(4/3)
                                    = 14/4
                                    = 7/2
                                    = 3 1/2 cups
From the above deduction, it can be concluded that 3 1/2 cups of chocolate chips is required.
                
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First, you need to find the slope of the line. To do this you need to choose two points on the graph. The points you are given are (-2, 1) and (4, 6). Then use these to find the slope.

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Joe Levi bought a home in Arlington, Texas, for $147,000. He put down 25% and obtained a mortgage for 30 years at 6.00%. what is
aksik [14]

Answer:

<em>Joe's monthly payment is $661 and his total interest cost is $127710.</em>

Step-by-step explanation:

Joe Levi bought a home for $147,000 and put down 25% and obtained a mortgage for 30 years at 6.00%

So, the amount of down payment =(\$147000\times 0.25)=\$36750]

and the amount of mortgage will be:  (\$147000-\$36750)=\$110250

<u>Formula for monthly payment:</u>   M= P[\frac{r}{1-(1+r)^-^n}] , where M= Monthly payment,  P= Principal loan amount, r= rate of interest per month and n= total number of months.

Here,  P= \$110250,  r= \frac{6}{12}\%=0.5\%= 0.005 and  n= (30\times 12)= 360 months.

Plugging these values into the above formula, we will get.........

M= 110250[\frac{0.005}{1-(1+0.005)^-^3^6^0}] \\ \\ M=110250[0.0059955...]\\ \\M=661.00445.... \approx 661

So, Joe's monthly payment is approximately $661.


  • Total amount paid in 30 years =(\$661\times 360)= \$237960

So, Joe's total interest cost will be:  (\$237960-\$110250)=\$127710

7 0
3 years ago
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