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saw5 [17]
4 years ago
8

Select the true statement plzzzz need help ASAPPPPP

Mathematics
1 answer:
xxMikexx [17]4 years ago
5 0

Answer:

Correct choice is B

Step-by-step explanation:

All three functions are increasing when x is increasing. You can find values of each function when x is "enough large". For example, at x=100,

1. linear function: y=10\cdot 100=1,000.

2. exponential function: y=5^{100}\approx 0.8\cdot 10^{70}.

3. quadratic function: y=4\cdot 100^2+5\cdot 100=40,500.

As you can see,  when x approaches positive infinity, the exponential function will exceed both the linear and the quadratic functions.

Also you can use graphical method to get from the attached diagrams result. When x approaches positive infinity, the exponential function will exceed both the linear and the quadratic functions.

Correct choice is B.

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What is the most accurate statement about correlations? a. Apparent correlations between two or more variables can stimulate inv
Lemur [1.5K]

Answer:

a. Apparent correlations between two or more variables can stimulate investigation and present possible solutions to be explored.

Step-by-step explanation:

Correlation is a scenario, where an action X causes another action Y to occur, but one of the actions does not really need to affect the other's occurrence. Correlation occurs because of the tendency of people to seek the relationship between events. The fact that two events are happening at the same time does not necessarily imply a cause and effect relationship, although there might be a possibility of such.

Correlation is used in scientific studies to draw the relationship between two events, but it does not stop at that. Through investigation has to be made to confirm that there is indeed a correlation.

5 0
3 years ago
Please help I’m struggling with absolute equations!!
Artyom0805 [142]

Hi there! I'm actually just learning about absolute value equations right now, so I'll walk you through how to solve these types of problems, because I know they can get confusing.

______________________________________________________________

7. There is an error in the student work shown below: Solve |x - 1| - 3 = 5

The student split the equation into two equations. She split it into x - 1 - 3 = 5 or x - 1 - 3 = -5. We can already see there is an error in what the student did.

Before splitting your absolute value equation into two cases, a positive case and a negative case, you must make sure you isolate your absolute value.

The student should have added 3 to both sides to isolate |x - 1|. Since she did not do that, her work will be off because of her minor error.

Now let's solve for the actual answer. You have |x - 1| - 3 = 5. Let's not make the mistake that the student made, and add 3 to both sides of the equation to isolate the absolute value. Now you should have:

|x - 1| = 8

Split this absolute value equation into two cases, a positive case and a negative case. I assume you've learned about this. You can now remove the absolute value symbols. Your cases should look like:

x - 1 = 8 OR x - 1 = -8

Add 1 to both sides in both of the equations that you have made. Now you should have two answers to the absolute value problem, that should both work.

x = 9 OR x = -7; so the answer is x = 9, -7.

<em>--- Checking work ---</em>

I always check my work because sometimes absolute value equations do not hold true. Substitute 9 into the isolated absolute value equation.

|x - 1| = 8 becomes |(9) - 1| = 8

|(9) - 1| = 8 is true, because you solve inside the absolute value equation and you get 8 = 8, which is a true statement. Now let's substitute -7 into the isolated absolute value equation.

|x - 1| = 8 becomes |(-7) - 1| = 8

|(-7) - 1| = 8 is true, because you solve inside the absolute value equation and you get |-8| = 8, which is the same as 8 = 8, so it is a true statement. Both of the answers we got are valid answers.

______________________________________________________________

8. |6 - 4r| + 5 = 0

You know what to do first always, isolate the absolute value. Subtract 5 from both sides of the equation. Now you should have:

|6 - 4r| = -5

Now you can split this absolute value equation into two cases, which will be a positive case and a negative case. You can also remove the absolute value symbols. Now you should have:

6 - 4r = -5 OR 6 - 4r = 5

Subtract 6 from both sides of the equation in both of the equations. Rewrite your equation, and now you should have:

-4r = -11 OR -4r = -1

Divide both sides of the equation by -4 in both of the equations. After performing this operation, you should have both of your answers.

r = 11/4 OR r = 1/4

Substituting both answers will result in false statements, so that means your answer is no solution.

______________________________________________________________

9. |8 + Y| = 2Y - 3

Since the absolute value is already isolated, you know the drill, let's split the equation into two cases, one positive case and one negative case. Now you should have these two equations: (remember to add parentheses around the negative case since both numbers need to get multiplied by -1)

8 + Y = 2Y - 3 OR 8 + Y = -(2Y - 3)

Let's solve the positive case first (first case). Let's start by subtracting 8 from both sides of the equation. Rewrite and now you should have:

Y = 2Y - 11

Now let's subtract 2Y from both sides of the equation. Rewrite and now you should have:

-Y = -11

Divide both sides by negative one to make Y positive. Your final answer should be:

Y = 11

Now let's solve the negative case (second case). Let's start by distributing the negative sign (-1) inside the parentheses. Now you should have:

8 + Y = -2Y + 3

Subtract 8 from both sides of the equation. Rewrite and you should have:

Y = -2Y - 5

Add 2Y to both sides of the equation. Rewrite and you should have:

3Y = -5

To finish off this problem and solve for/isolate Y, divide both sides by 3. Rewrite the equation and your final answer should look like:

Y = -5/3

Substituting -5/3 and 11 will result in a false statement for -5/3 and a true statement for 11, so the answer is Y = 11.

______________________________________________________________

<em>--- Final answers ---</em>

7. The error is that the student did not isolate the absolute value first, and she should have added 3 to both sides of the equation first. The answer is x = 9, -7.

8. The answer is no solution.

9. The answer is Y = 11.

10. The answer is v = -8/3.

______________________________________________________________

*I had to cut question 10 out because I exceeded the limit of characters, sorry! Just for future reference, the limit is 3 problems per question.*

Hope this helped you! Please feel free to comment below if you have any questions (or pm me) and I'll try to get back to you! Good luck on your homework.

★☆★☆★☆ ~laurenercsp6fpli~ ☆★☆★☆★

5 0
4 years ago
Exactly 1/20 of the students in mr.perez's class has a bird. what percentage of his students has a bird.
zimovet [89]
1/20 is equal to 5/100, meaning 5% have a bird
4 0
4 years ago
Fungsi F(x) = Sin x - Cos x dengan 0 &lt; x &lt; 2π , naik pada interval?​
Liono4ka [1.6K]

Answer: your question what are you doing the same thing you guys are going to

Step-by-step explanation:Hey guys are you doing the same thing today I am going to

8 0
3 years ago
What's the volume of the cone?
dmitriy555 [2]
V = (pi)r^2h / 3
   = (pi)10^2(81) / 3
   = (pi)(100)(81) / 3
   = (pi)(8100) / 3
   = (pi)2700

So C.
7 0
3 years ago
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