acyclics

our given data that was provided:

data:

pq = 36

pr = 22

qr = 26

M is the mid point, pm = mq = 18

my = 8

we can use a formula known as the heron formula to find the area for triangle pqr:

find the semi perimeter of our triangle:

s =   [ pq + pr + qr 2 / { 36 + 22 + 26 {2} = 42

which will equal:

sqrt s/s - pq ( s - pr )( s - pr )( s -qr )  = sqrt 42( 42-36 ) ( 42 - 22 ) ( 42 - 26 ) = sqrt 42 x 6 x 20 x 16 = sqrt ( 80640 = 40 sqrt 14 ) 

front the info we get:

pqr is 40 sqrt 14

After answering the question, we can state that probability in a circle = (angle where B can exist)/(Total Angle) => P = 2/3

Explanation:

What is a circle?

A circle is formed by every point in the plane that is a certain distance away from another point (center). Thus, it is a curve formed by points moving in the plane at a constant distance from a fixed point. It is also rotationallysymmetric about the center at all angles. A circle is a two-dimensional closed object in which every pair of points in the plane is equally spaced from the "center." A specular symmetry line is formed by a line that goes through the circle. It is also rotationally symmetric about the center at all angles.

We now want A and B to be separated by a distance greater than r. As a result, the angle should be greater than 60 degrees because the radius is equal to 60 degrees and decreases as the angle increases. As a result, point B cannot be in the 60-degree zone of A on both sides, that is, to A's left and right. 

As a result, probability = (angle where B can exist)/ (Total Angle)

P = (360 - (60)-(60))/360

P = 2/3

28

Explanation:

In order to solve this problem we need to find out what $QR$ is.

We know that the perimeter of the parallelogram was given as $24$ and that two of the sides were given as $5$. $5+5=10$ $24-10=14/2=7$. Now we know that the base was $7$.

We can find the height by taking the area that they gave us and dividing that by $7$. We get $4$.

Since we now know that the height of the parallelogram is $4$ that means $OQ$ is also $4$.

Next we need to find what $RT$ is.  

$4^2+B^2=5^2$.

Since we now $5^2$ is $25$ and that $4^2$ is $16$, we can use the following equation.

$25-16=9$. $\sqrt{9}=3$.  

Now we know that $RT$ is $3$ we can start adding the sides.

$7+3=10+4=14 \cdot 2=28$.

[b]The perimeter of the rectangle $QOST$ is 28![/b]

To be honest! I have the weird feeling ( not a bad one ) that you are correct thanks for pointing it out!

( I have answered this before )

The smallest integer that Pearl wrote down is 15.

Explanation:

7 consecutive integers. They are:

a

a+1

a+2

a+3

a+4

a+5

a+6

Sum of the integers:

a + a + 1 + a + 2 + a + 3 + a + 4 + a + 5 + a + 6 = 7a + 21

6 times the largest of the seven integers.

The largest is a + 6. So

7a + 21 = 6(a + 6)

7a + 21 = 6a + 36

7a - 6a = 36 - 21

a = 15

The smallest integer that Pearl wrote down is 15.

Hello! This question has been answered by another user!

I don't want to steal there answer but here it is \(\rightarrow\)

https://web2.0calc.com/questions/a-square-and-an-equilateral-triangle-have-the-same-perimeter-let-abe-the-area-of-the-circle-circumscribed-about-the-square-and-b-be-the-area-of-the-circle

Valubale answers and explanations.

Hello! Not meaning to steal the answer...

But here is another ' web2.0calc ' answer:

https://web2.0calc.com/questions/find-the-number-of-10-digit-numbers-where-the-sum_1

Please refer to that link cointaining valuable answers and explanations!

Hello, Guest

I am unable to answer to your questions because \(\rightarrow\)

There is no picture attached!

Would be that kind and add a picture thanks!

P = 2/3

Explanation:

A circle is formed by every point in the plane that is a certain distance away from another point (center). Thus, it is a curve formed by points moving in the plane at a constant distance from a fixed point. It is also rotationallysymmetric about the center at all angles. A circle is a two-dimensional closed object in which every pair of points in the plane is equally spaced from the "center." A specular symmetry line is formed by a line that goes through the circle. It is also rotationally symmetric about the center at all angles.

We now want A and B to be separated by a distance greater than r. As a result, the angle should be greater than 60 degrees because the radius is equal to 60 degrees and decreases as the angle increases. As a result, point B cannot be in the 60-degree zone of A on both sides, that is, to A's left and right. 

As a result, probability = (angle where B can exist)/ (Total Angle)

P = (360 - (60)-(60))/360

P = 2/3