The cumulative distribution function for heights (in meters) of trees in a forest is . (a) Explain in terms of trees the meaning of the statement . tells us that of the trees in the forest have . (b) Which is greater, or

Question

jessiecathomas5728 jessiecathomas5728

12-03-2020
Mathematics

contestada

The cumulative distribution function for heights (in meters) of trees in a forest is . (a) Explain in terms of trees the meaning of the statement . tells us that of the trees in the forest have . (b) Which is greater, or

Respuesta :

Otras preguntas

12,-24, 48, -96, determine the next term for each sequence

found as plankton in both marine and freshwater environments and have a single simple eye on top of their heads

An idea for a Conversation about sport between 4 people

The first three terms of an arithmetic sequence are as follows.

An artist creates a mobile with wire and irregular clay shapes, then hangs it by a string from the ceiling. This is a a freestanding sculpture b an additive, k

1. Define the unit 'mole'

The first ionization energy of mercury is 1006 kJ/mol. The energy change for the reaction Hg(l) →Hg+(g) + e– is therefore

what is the difference between myth and truth?

HELPPPP really quick

Helium is an example of a gas because A. helium does not take the shape of its container. B. helium particles are very randomly spaced and moving freely. C. hel

opudodennis opudodennis · Answer 1 · 2020-03-20T14:58:21+01:00

Answer:

#See solution for details

Step-by-step explanation:

a.Given that the cumulative distribution function for heights is [tex]F(x)[/tex].

Also given the cumulative distributions F(7)=0.6

-F(7)=06 is signifies that the fraction of trees less than 7 meters in height is 0.6 .

b .Which is greater, F(7) or F(6):

-We note that the cumulative distribution function [tex]F(t)[/tex] increases with increasing values of [tex]t[/tex].

-Hence F(7) is greater than F(6), [tex]F(7)>F(6)[/tex], that is to say the the fraction of trees of height less than 7 meters is higher than the fraction of trees less than 6 meters.