What’s the reminder when 14,952/41

Answers

Answer 1
Answer:

Answer:

the answer for this question would be  28

Step-by-step explanation:

Answer 2
Answer: the remainder would be 28

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HELP PLEASE SOME ONE HELP ME PLEASEEEEEEEEEEThe manager of a sawmill wants to find out what percentage of the boards that the mill produced are defective.Which sampling methods are likely to be biased?Choose all answers that are correct.A.The manager selects 20 boards at random each day for 5 days and examines them.B.The manager sends an email to 20 customers who buy lumber from the mill, asking each how many of the boards they bought the past week were defective. Results from the first 5 customers to respond are tallied.C.On 1 day, an hour after the sawmill begins production, 30 boards in a row are selected and examined.D.Every 40th board produced over the course of 1 week is selected and examined.I think C and D am i correct ?

The base rate to rent a car is $75. Then, the customer is charged $2.00 per mile for each mile driven over 200 miles. Joel rented a car and drove 250 miles. If y = 2x + 75 models the function, which domain value gives Joel's total rental cost? A) x=50 B) x=100 C) x=200 D) x=250

Answers

The domain is going to be ur x value....y would be ur range
y = 2x + 75.......base rate is 75.....the x represents miles over 200.

So if he drove 250......then he drove 50 miles over....so ur domain (x) would 
be 50 <==

In other words, the first 200 miles, u r not charged for mileage. So if he only drove (anything under 200 miles), then he would just be charged the 75 dollar base rate

Answer: In other words  the answer is a

Step-by-step explanation:

If the population is 22400000 in 2014 and its expected to increase by 272% find the expected population in 2050

Answers

well 272% of 22,400,000 is 60,928,000 hope this helps

In order to raise money for holiday gifts for your family, you are planning on starting a dog walking and car wash business. You earn $12 per hour while dog walking and $18 per hour washing cars. You need to earn at least $600 during the month of November.1.Assign a variable to represent the number of hours that you will spend dog walking in November. Write an expression to represent the amount of money you need to earn while dog walking.
2.Assign a variable to represent the number of hours that you will spend washing cars in November. Write an expression to represent the amount of money you need to earn while washing cars.
3.Write an algebraic model using inequalities that represents the total amount of money earned by dog walking and washing cars during the month of November.
4.Graph the algebraic model in the first quadrant only. Let the x-axis be the number of hours spent dog walking and the y-axis be the number of hours spent washing cars. Click here for a sheet of graph paper to print..
5.Use the graph and algebraic model to answer the following:
a.Why does the graph exist only in the first quadrant?
b.Are you able to earn exactly $600? Use the solutions of the system to find possible combinations of outcomes that equal exactly $600. Where do all of the combinations occur in the graph?
c.Is it possible to earn more than $600? Use the solutions of the system to find possible combinations of outcomes that are greater than $600. Where do all of the combinations occur in the graph?
d.If you work for 10 hours walking dogs and 10 hours washing cars, will you have earned enough money for the holiday gifts? Where does 10 hours walking dogs and 10 hours washing cars fall on the graph? Is this location representative of the solution to the algebraic model? Click here for a sheet of graph paper to print..
6.How would the algebraic model be different if you needed to earn more than $600? Adjust your algebraic model to show that you must earn more than $600. Would the graph of the model be different from the original? Would you include the line in the solution? What type of line represents "more than"? Graph your new algebraic model .
7.In complete sentences, explain the difference between a solid line and a dashed line when graphing an inequality. When graphing the two algebraic models, how did you determine which type of line to use?
8.How did you determine which part of the graph of the inequality to shade? What does the shaded area tell you? What does the area that is not shaded tell you?

Answers

#1. Let x be the number of hours spent dog walking, then the amount of money earned dog working is 12x.
#2. Let y be the number of hours spent washing cars, then the amount of money earned washing cars is 18y.
#3. 12x+18y \geq 600

Answer:

1.

x= number of dog walking hours; x≈300

2.

y= number of car washing hours; y≈300

3.

Ax+By≥600

4.

The download

5.

a- The graph can only exist in the first quadrant because you cannot work a negative amount of hours and/or get a negative amount of money.

b- You are able to earn a exact $600 if you work 23 hours of dog walking and 18 hours of car washing.

23x12=276     18x18=324     276+324=600

c- It is possible to earn greter than $600.

30x12=360     22x18=396     360+396>600

all combinations that occur on the graph are in quadrant one

d- If you work for 10 hours walking dogs and 10 hours washing cars, you will not have enough money.

10x12=120     10x18=180     120+180=300     300<600

(10,10) is not on the line therefore it is not a possible solution for the equation

6.

The model would be changed from Ax+By≥600 to Ax+By>600 becuase you need to earn MORE than 600 so there should not be a line under the symbol. The graph of the model would not be changed because you still are earning $12 and/or $18 an hour. A dotted line and the shaded area under the line represents more than.

7.

The difference between a dotted line and a solid line is that a dotted line is either more than or less than, while a solid line is more than or equal to and less than or equal to. When graphing, you would use a dotted line for equations that are not equal to or more or less.

8.

You determine whether or not that a shaded area is either he solution to a problem or not the solution.

I have 5 questions. <,>,or =. 67 miles____116,920 yards, 250 yards____800 feet, 14 yards and 2 feet_____16 feet, 34 feet 10 inches_____518 inches, 5 miles and 8 feet______8,800 yards. Please answer 3/5 of the questions

Answers

1 mile=1,760 yards
67 miles = 117,920 yards
that's > 116,920 yards

1 yard=3 feet
250 yards = 750 feet
that's < 800 feet

1 yard = 3 feet
14 yards = 42 feet
plus another 2 feet = 44 feet
that's much > 16 feet

1 foot = 12 inches
34 feet = 408 inches
plus another 10 inches = 418 inches
that's < 518 inches

1 mile = 1,760 yards
5 miles = 8,800 yards
that's already = to 8,800 yards, and we haven't even stuck the extra 8 feet on yet
when we do that, it'll be > 8,800 yards by exactly 8 feet (2 and 2/3 yards)

What is the name of figure 3 in the photo. press to see full image.

Answers

a diamond or a rhombus .


 hope that i havee helped you well :)

I have a few problems on combining like terms please help:1)   12r-8-12
2)      n-10+9n-3      
3)    -4x-10x
4) -r-10r

Answers

Combing like terms is actually pretty simple. As long as you can do basic addition, multiplication, division, and subtraction, you should be fine. Like terms are two or more terms that have the same variable(s) -- sometimes like terms can be two or more regular numbers without variables as well. When combing like terms without a variable, just perform the operation as normal (i.e. 2 + 5 = 7). When combing like terms with a variable, perform the operation on the coefficients (i.e. 10x + 5x = (10+5)x = 15x). 

1) 12r - 8 - 12
Here the like terms are -8 and 12.
-8 - 12 = -20
12r - 20

2) n - 10 + 9n - 3
Here the like terms are n and 9n and -10 and -3.
To make it easier you can reorder the expression to be n + 9n - 10 - 3.
n + 9n = (1 + 9)n = 10n
-10 - 3 = -13
10n - 13

3) -4x - 10x
Here the like terms are the only two terms in the expression, -4x and -10x.
(-4 - 10)x = -14x
-14x

4) -r - 10r
Here the like terms are the only two terms in the expression, -r and -10r.
(-1 - 10)r = -11
-11r
12r-20\n 10n-13\n -14x\n -11r