How extreme value affect mean?

How extreme value affect mean?
by

1 Answer

Answer :

An extreme value will drag the mean value towards it.
by

Related questions

Does a constant function violate the extreme value theorem? Why/why not?

Description : Does a constant function violate the extreme value theorem? Why/why not?

Last Answer : answer:I feel like I'd be doing your homework for you if I answered this. The extreme value thm says that a continuous function on [a,b] will have a max and min in that range. Think about the definition ... then you'll have one answer; if you say they have to be unique, you'll have the other answer.

Have you ever had an experience where you were under extreme stress(& I mean EXTREME)?

Description : Have you ever had an experience where you were under extreme stress(& I mean EXTREME)?

Last Answer : Yes. I called it a nervous breakdown.

Wouldn't "Pro-Life" mean not killing anybody? Why do extreme "pro-lifeer"s find killing someone acceptable?

Description : Wouldn't "Pro-Life" mean not killing anybody? Why do extreme "pro-lifeer"s find killing someone acceptable?

Last Answer : Pro-lifers tend to be “pro-life” until the the fetus is born. After that they seem to be all too willing to withhold funds from education, withhold funds from health care and send those lives to die into hostile conflicts all around the globe.

A body in Simple Harmonic Motion will attain maximum velocity when it passes through a.Point of 0.75 amplitude b.Extreme point of the oscillation of L.H.S. c.Point of half amplitude d.Extreme point of the oscillation at R.H.S. e.Mean position

Description : A body in Simple Harmonic Motion will attain maximum velocity when it passes through a.Point of 0.75 amplitude b.Extreme point of the oscillation of L.H.S. c.Point of half amplitude d.Extreme point of the oscillation at R.H.S. e.Mean position

Last Answer : e. Mean position

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? * 1 point (A) Energy method (B) Rayleigh's method (C) Equilibrium method (D) All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? * 1 point (A) Energy method (B) Rayleigh's method (C) Equilibrium method (D) All of the above

Last Answer : (B) Rayleigh's method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A Energy method B Rayleigh’s method C Equilibrium method D All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A Energy method B Rayleigh’s method C Equilibrium method D All of the above

Last Answer : B Rayleigh’s method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position A Energy method B Rayleigh's method C Equilibrium method D None of the mentioned

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position A Energy method B Rayleigh's method C Equilibrium method D None of the mentioned

Last Answer : B Rayleigh's method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A. Energy method B. Rayleigh's method C. Equilibrium method D. All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A. Energy method B. Rayleigh's method C. Equilibrium method D. All of the above

Last Answer : C. Equilibrium method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A) Energy method B) Rayleigh's method C) Equilibrium method B) All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A) Energy method B) Rayleigh's method C) Equilibrium method B) All of the above

Last Answer : B) Rayleigh's method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A) Energy methodB) Rayleigh's method C) Equilibrium method D) All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? A) Energy methodB) Rayleigh's method C) Equilibrium method D) All of the above

Last Answer : B) Rayleigh's method

According to which method, maximum kinetic energy at mean position is equal to B maximum potential energy at extreme position? (A) Energy method (B) Rayleigh’s method (C) Equilibrium method (D) All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to B maximum potential energy at extreme position? (A) Energy method (B) Rayleigh’s method (C) Equilibrium method (D) All of the above

Last Answer : (B) Rayleigh’s method

According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? a. Energy method b. Rayleigh's method c. Equilibrium method d. All of the above

Description : According to which method, maximum kinetic energy at mean position is equal to maximum potential energy at extreme position? a. Energy method b. Rayleigh's method c. Equilibrium method d. All of the above

Last Answer : b. Rayleigh's method

In Rayleigh’s method, the _____________ at the mean position is equal to the maximum potential energy (or strain energy) at the extreme position. (A) minimum kinetic energy (B) minimum potential energy (C) maximum kinetic energy (D) none of the above

Description : In Rayleigh’s method, the _____________ at the mean position is equal to the maximum potential energy (or strain energy) at the extreme position. (A) minimum kinetic energy (B) minimum potential energy (C) maximum kinetic energy (D) none of the above

Last Answer : (C) maximum kinetic energy