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Mice21 [21]
2 years ago
7

Despite booming new car sales with their cha-ching

Mathematics
1 answer:
Elena-2011 [213]2 years ago
6 0

Answer to the 1st question: 8 years

Answer to the 2nd question: The year 2022

=======================================================

Further explanation:

x = number of years after 2008

y = average price of a new car

The prices are going up by $1250 per year on average. This is the slope because the slope is the rate of change. So m = 1250.

The y intercept is b = 30100 as this is the price in 2008.

This leads us to go from y = mx+b to y = 1250x+30100

Plug in x = 0 and you should get y = 30100.

Also, plugging x = 6 into the equation leads to y = 37600 to help confirm things.

-----------------

Next, we plug in y = 47600 and solve for x.

y = 1250x+30100

47600 = 1250x+30100

47600-30100 = 1250x

17500 = 1250x

1250x = 17500

x = 17500/1250

x = 14

This means 14 years after the year 2008 is when the average new car price will be $47,600.

2008+14 = 2022

2022-2014 = 8

Therefore, <u>8 years</u> after 2014 (aka the <u>the year 2022</u>) is when the new car average price will be $47,600.

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Pls help .............​
Zolol [24]
The answer is A. k/6 + 8 - 2/k
8 0
3 years ago
Int var1 = 0b0001; int var2 = 0b1111; int results1 = var1 &amp; var2; int results2 = var1 | var2; int results3 = var1 ^ var2; in
Afina-wow [57]
<span>Int var1 = 0b0001;
int var2 = 0b1111;
int results1 = var1 & var2;
int results2 = var1 | var2;
int results3 = var1 ^ var2;
int printit = results1 + results2 + results3;
 
what are the values for results1, results2, results3 and printit after executing the code?
notes:
1. faster responses will be obtained if your code is presented line by line (in a file) before posting.
2. please specify language, many languages use the same syntax but could have differences in interpretation
-------------------------------------------------------------------------------

Assuming Java as the language.  C is similar.
</span><span><span>& bitwise AND &
^ </span><span>bitwise exclusive OR
</span><span>| bitwise inclusive OR

So 
results1=var1&var2=0b0001&0b1111=0b0001
results2=var1|var2=0b0001&0b1111=0b1111
results3=var1^var2=0b0001&0b1111=0b1110
printit=results1+results2+results3=0b0001+0b1111+0b1110
=0b10000+0b1110
=0b11110   

Note: by default, int has 4 signed bytes, ranging from decimal -2147483648 to +2147483647
</span></span>
8 0
4 years ago
1. $239 television; 10% discount 2. $72 game; 20% discount
Fiesta28 [93]

These are 16 questions and 16 answers

Answer:

  • See below and the attachment.

Explanation:

From 1 to 10, find the sale price to the nearest cent:

1. $239 television; 10% discount

   Sale\text{ }price=Orignal\text{ }price-discount\\ \\ Sale\text{ }price=\$239-10\%\times \$239=\\\\  Sale\text{ }price=\$239-0.10\times \$239=\\\\  Sale\text{ }price=\$239-\$23.9=\$215.10

2. $72 game; 20% discount

You can also multiply by the factor (1 - % discount);

For instance for 20% discount, the factor is 1 - 20% = 1 -0.20 = 0.80. Which means that you can multiply the original price by the factor 0.80 to get the sale price:

              Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$72\times(1-0.20)=\\\\  Sale\text{ }price=\$72\times0.80=\\\\  Sale\text{ }price=\$57.60

3. $18.95 football; 15% discount

             Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$18.95\times(1-0.15)=\\\\  Sale\text{ }price=\$18.95\times0.85=\\\\  Sale\text{ }price=\$16.11

4. $10.99 CD; 25% discount

            Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$10.99\times(1-0.25)=\\\\  Sale\text{ }price=\$10.99\times0.75=\\\\  Sale\text{ }price=\$8.24

5. $149 MP3 player; 40% discount

            Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$149\times(1-0.40)=\\\\  Sale\text{ }price=\$149\times0.60=\\\\  Sale\text{ }price=\$89.40

6. $213 ski jacket; 30% discount

            Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$213\times(1-0.30)=\\\\  Sale\text{ }price=\$213\times0.70=\\\\  Sale\text{ }price=\$149.10

7. $595 refrigerator; 20% discount

            Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$595\times(1-0.20)=\\\\  Sale\text{ }price=\$595\times0.80=\\\\  Sale\text{ }price=\$476.00

8. $64 video game; 25% discount

          Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$64\times(1-0.25)=\\\\  Sale\text{ }price=\$64\times0.75=\\\\  Sale\text{ }price=\$48.00

9. $119 croquet set; 50% discount

You should not have problems with this: 50% discount means that you will pay half the price.

Hence, the sale price is:

           Sale\text{ }price=Orignal\text{ }price/2 \\\\  Sale\text{ }price=\$59.50

10. $14.99 clock; 10% discount

            Sale\text{ }price=Orignal\text{ }price\times factor\\ \\ Sale\text{ }price=\$14.99\times(1-0.10)=\\\\  Sale\text{ }price=\$14.99\times0.90=\\\\  Sale\text{ }price=\$13.49

11. A radio is on sale for $50. If this price represents a 10% discount from the original price, what is the original price to the nearest nickel? Hint: need to use a proportion to find the whole.

First note that if the discount is 10%, the sale price is 100% - 10% = 90% of the original price.

Let's set the proportion that represents the proportionality between the two ratios, starting with the fact that $ is the 90% and original price is the 100% (the whole part):

  • First ratio: $50/90

  • Second ratio: x /100

  • Proportion: first ratio = second ratio

             \$50/90=x/100

  • Solve for x:

              x=100\times\$50/90=\$55.55

Hence, the original price is $55.55

12. A box of laundry detergent is on sale for $6.50. If this price represents a 40% discount from the original price, what is the original price to the nearest cent?

Use the same hint used in the question above: set a proportion.

Remember a 40% discount means that the sale price is 60% of the original price:

              \$6.50/60=x/100\\ \\ x=100\times\$6.50/60=\$10.83

13. Determine the price of a $35 basketball that is on sale for 50% off the regular price.

Again, 50% discount means that the sale price will be half of the original price, or the original price will be double of the sale price.

Here, the original price is $35, hence the sale price is $35/2 = $17.50

14. Dominic bought a new alarm clock that was on sale for $18.75. If this price represents a 30% discount from the original price, what is the original price to the nearest cent?

Since the price is after a 30% discount, the sale price is a 70% of the original price, and you set the proportion:

          \$18.75/70=x/100

Solve for x:

           x=100\times\$18.75/70=\$26.79

15. Michael bought a new fishing rod. The regular price of the fishing rod was $125.99. He bought it on sale with a 15% discount. Sales tax of 3% is applied to the discounted total. What was the sale price with tax of Michael’s fishing rod to the nearest cent?

  • First find the the sale price after the 15% discount:

           \$125.99\times(1-0.15)=\$125.99\times0.85=\$107.09

  • Now add the 3% tax:

          \$107.09\times1.03=\$110.30

Hence, the sale price with tax is $110.30

The last answer (# 16) is in the attached file, since this already exceeds the number of characters allowed.

7 0
4 years ago
Samuel, a county social worker, helps county residents who are struggling with different issues. He uses “c” to indicate client
Nadya [2.5K]

Answer:

  70%

Step-by-step explanation:

Out of 7+3 = 10 total hours Samuel logged on Thursday, 7 were spent with clients. The fraction of hours spent with clients was ...

  client hours / total hours = 7/10

Multiplying by 100% converts that to a percentage:

  Thursday client time = 7/10 × 100% = 70%

3 0
2 years ago
Please help I don't understand!
podryga [215]

The statement <S and <H are equal in measure is False

<h3>How to determine the true statement?</h3>

The similarity statement is given as:

ΔRST is similar to ΔHGF

This means that:

  • Angles R and H are congruent
  • Angles S and G are congruent
  • Angles T and F are congruent

Hence, the statement <S and <H are equal in measure is False

Because S equals G and R equals H

Read more about similar triangles at:

brainly.com/question/14285697

#SPJ1

3 0
2 years ago
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