Match the formula to the correct figure.

What goes where? :D


Will give out Brainliest Answer!!!

Korianna avatar

Answers

Answer 1
Answer: It is asking you to move the right formula with its match.

Formula for a cylinder: π*R^2*H
So the first option goes to the first shape.

Example: 
Radius=5
Length=10
π≈3.14
3.14*5²*10
=725 cm³ for the answer. 

Formula for a square: l*w*h

So the 4th option goes with the 2nd shape. 

Example: l=5 w=5 h=5
(Length * Width * Hieght) 

5*5*5=125 for the answer.

Formula for a cone is: 1/3π*r^2*h
So the second option goes to the 3rd shape. 

Example: r=3 h=11 
π≈3.14
(1)/(3) *3 ^(2) *11=33
33 is your answer. 

Formula for the pyramid would be: 1/3*b*h
So the 3rd option would go to the 4th shape.

Example: 
b=2 h=10
(1)/(3) *2*10=6.666667
Rounded: 6.6

Hope this helps!~

(Look at the attachment)

Answer 2
Answer: These are the formula's for each of the 3 dimensional shapes. They're asking you to match the formula to the correct shape. 

Here, you'll need just a bit of memorizing. 

Orange figure : Cylinder
V=πr²h

Yellow figure: Square
length * width * height
V = l
×w×h

Blue figure: Cone
V = 1/3
πr²h

Red figure: Pyramid
 V = 1/3 b * h

Pi = 3.14
h = height
b = base
r = radius (half of diameter)
v = volume 

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33 POINTS PLZ. Solve the following equations. a) 2x + 8 = x + 25 + 8 b) 3x + 23 = 2x + 59 c) 5 + 12 = 17 d) 2x - 4 = x + 9 e) 5x - 10 = 4x - 12

Answers

Hi there!

a)
2x + 8 = x + 25 + 8
Collect terms

2x + 8 = x + 33
Subtract x

x + 8 = 33
Subtract 8

x = 25


b)
3x + 23 = 2x + 59
Subtract 2x

x + 23 = 59
Subtract 23

x = 26


c)
5 + 12 = 17
This is not an equation, but the sum of 5 and 12 is 17, so it's true.


d)
2x - 4 = x + 9
Subtract x

x - 4 = 9
Add 4.

x = 13


e)
5x - 10 = 4x - 12
Subtract 4x

x - 10 = - 12
Add 10

x = - 2

Solve this system of linear equations. Separatethe x- and y-values with a comma.
8x = -46 - 2y
7x = -59 + 2y

Answers

Answer:

x = -7, y =5

Step-by-step explanation:

8x = -46 - 2y

7x = -59 + 2y

-----------------------------

Add the two equations together to eliminate y

8x = -46 - 2y

7x = -59 + 2y

-----------------------------

15x =-105

Divide each side by 15

15x/15 = -105/15

x =-7

Now solve for y

7x = -59+2y

7(-7) = -59+2y

-49 = -59+2y

Add 59 to each isde

-49+59 = 2y

10 = 2y

Divide each side by 2

10/2 = 2y/2

5 =y

Answer:

(-7,5)

Step-by-step explanation:

8x = -46 - 2y

2y = -46 - 8x

7x = -59 + 2y

7x = -59 - 46 - 8x

15x = -105

x = -7

2y = -46 - 8(-7) = 10

y = 5

On the basis of data from 1990 to​ 2006, the median income y in year x for men and women is approximated by the equations given​ below, where xequals0 corresponds to 1990 and y is in constant 2006 dollars. If these equations remain valid in the​ future, in what year will the median income of men and women be the​ same?Men: -255x+2y=56,937Women: - 842x+3y=42,751

Answers

Answer:

In 2083

Step-by-step explanation:

Given,

The median income y in year x since 1990 for men,

-255x+2y=56,937     .......(1),

For women,

-842x+3y=42,751       ........(2),

From equation (1),

2y = 56937 + 255x

\implies y = (1)/(2)( 56937 + 255x)

From equation (2),

842x+3y=42,751,

3y = 42751 + 842x

\implies y =(1)/(3)(42751 + 842x)

When the median income of men and women are​ same,

(1)/(2)( 56937 + 255x)=(1)/(3)(42751 + 842x)

3( 56937 + 255x)=2(42751 + 842x)

170811 + 765x = 85502 + 1684x

765x = 85502 + 1684x-170811

765x - 1684x = 85502 -170811

-919x = -85309

\implies x = (85309)/(919)=92.828\approx 93

∵ 1990 + 93 = 2083,

Hence, in 2083, the median income of men and women would be the​ same

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Answers

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hope this helped :T

Answer:

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Answers

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Step-by-step explanation:

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