Which is a plane in the figure?A.
plane e

B.
plane D

C.
plane ABC

D.
plane ABCP

Answers

Answer 1

Answer: it can either be plane d or abc

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Find ac. Round to the nearest tenth

Answers

Answer:

AC=6.37

Step-by-step explanation:

First you need to find m∠C

A triangle = 180 so you need to add 108 and 31

subtract 180-139

you get 41, so m∠C=41

Now we know all the angle measures.

Next we will use the law of sines

Go to google and type "law of sines calc"

google can usually provide with the formula and will even do the equation for you if you type in the numbers

So all you do is plug in the numbers and google will give you 6.37

30000 equals how many ones

Answers

30,000 equals 30,000 ones, since you are basically counting by one.

If you have 24 25 26 And 28 what is the mean

Answers

The mean is 82 cause you add all of them 24+25+26+28 and get 103. 103/4 cause you got 4 numbers and get 82.

when you add all the numbers together you get 103 and then because there are four numbers you divide 103 by 4 and get 25.75

two product are listed on sale this week. brand A is priced at $15.89 and brand B is priced at 17.37 how many is brand B than brand A

Answers

1.48 will gave you your answer

The population of Boomtown is 475,000 and is increasing at a rate of 3.75% each year.When will the population exceed 1 million people (to the nearest year)?

Answers

It would take 21 years for the population of Boomtown to reach 1 million people.

An exponential growth is in the form:

y = abˣ;

where y, x are variables, a is the initial value of y and b is > 1

Let y represent the population of Boomtown after x years.

Given that initially there is a population of 475,000, hence a = 475000. Also, it is increasing at a rate of 3.75%, hence b = 100% + 3.75% = 1.0375

Hence:

y = 475000(1.0375)ˣ

For a population of 1000000:

1000000 =475000(1.0375)ˣ

2.1 = (1.0375)ˣ

xln(1.0375) = ln(2.1)

x = 21 years

Hence it would take 21 years for the population of Boomtown to reach 1 million people.

Find out more at: brainly.com/question/19455261

After 20.22 years the population exceed 1 million people, if the population of Boomtown is 475,000 and is increasing at a rate of 3.75% each year.

Step-by-step explanation:

The given is,

Population of Boomtown is 475,000

Increasing at a rate of 3.75% each year

After few years population exceed 1 million people

Step:1

Formula to calculate population with a given rate of increase,

$F =P(1+r)^(t)$ ..............................(1)

Where,

F - Population after t years

P - Population at initial

r - Rate of increase

t - No.of years

From the given values,

F = 1000000

P = 475,000

r = 3.75%

Equation (1) becomes,

$1000000 =475000(1+ 0.0375)^(t)$

$(1000000)/(475000) = (1.0375)^(t)$

$2.1052632=(1.0375)^(t)$

Take log on both sides,

$log 2.1052632 =(t) log 1.0375$

Substitute log values,

$0.3233064= (t) 0.015988$

$t = (0.3233064)/(0.015988)$

= 20.2216

t ≅ 20.222 years

Result:

After 20.22 years the population exceed 1 million people, if the population of Boomtown is 475,000 and is increasing at a rate of 3.75% each year.

If A = (10.4) and B = (2, 19), what is the length of AB?A. 23 units
B. 12 units
c. 17 units
D. 15 units