Advanced Placement (AP) Middle School

Can someone please help me with this?
Let f(x) = x^3 + x + 1. Which expression

Can Someone Please Help Me With This?Let F(x) = X^3 + X + 1. Which Expression

Answers

Answer 1

Answer:

Last Option

Explanation:

I'm not sure about this one so I had to google the equation real quick.

The equation for the derivative of an inverse is:

[tex][f^{-1}(x)]'=\frac{1}{f'(f^{-1}(x))}[/tex]

From my understanding of the format, it might look like a hard equation to understand but its pretty simple.

The inverse derivative is 1 divided by the derivative of f(x), except you plug in f⁻¹(x) into that derivative.

Can Someone Please Help Me With This?Let F(x) = X^3 + X + 1. Which Expression

Related Questions

Sigmund Freud learned about his patients by conducting experiments in his laboratory.


Please select the best answer from the choices provided

T
F

Answers

Answer:

This is: False

Explanation:

Freud learned about his patients using the psychoanalytical method, and not by conducting laboratory experiments. The psychoanalytical method involves clients telling the therapist about their childhood memories, dreams, desires and relationships so that the therapist can uncover the client's unconscious thoughts, feelings and beliefs that might be influencing the client's behavior and leading to mental illness.

The psychoanalytical technique involves making unconscious behaviors, thought, beliefs and emotions conscious so that clients can face them and work through them with the guidance of the therapist. Therefore Freud, sought to learn about and cure treating mental illness in his clients by working through the root cause of their- childhood experiences and traumas, unconscious patterns, suppressed feelings, etc.

Answer:

False

Explanation:

I got it "Correct"

Which types of rocks weather to form the sedimentary rock sandstone

Answers

The answer should be pumice

A business journal reports that the probability that Internet users in the United States will use a mobile payment app is 0.60. The journal claims this indicates that out of 5 randomly selected Internet users, 3 will use the mobile payment app. Is this business journal interpreting the probability correctly?

Answers

No, the business journal is not interpreting the probability correctly.

Is this business journal interpreting the probability correctly?

The journal claims that out of 5 randomly selected Internet users, 3 will use the mobile payment app based on a probability of 0.60. However, this interpretation does not accurately reflect the concept of probability.

A probability of 0.60 indicates the likelihood or chance of an event occurring. In this case, it suggests that there is a 60% probability that an Internet user in the United States will use a mobile payment app. It does not provide a definite outcome for a specific number of users out of a sample.

Therefore, based on the given probability of 0.60, we cannot conclude that exactly 3 out of 5 randomly selected Internet users will use the mobile payment app. The probability of observing a specific number of users using the app out of a sample of 5 would require additional information or assumptions, such as the distribution of app usage among Internet users.

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