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Harlamova29_29 [7]
3 years ago
9

A fish finder shows a large fish at 13 feet below the surface of the water and a smaller fish located 4 feet below the surface o

f the water. Select all the expressions that are equivalent to the distance between the fish.
Mathematics
1 answer:
s2008m [1.1K]3 years ago
5 0

Answer:

See Explanation

Step-by-step explanation:

The options are not given; However, the following explanation can guide you;

Represent the smaller fish with y and the bigger fish with x such that

y = 13\ feet

x = 4\ feet

The distance between them can be calculated using any of the following;

1.

Distance = y - x

This gives:

Distance = 13 - 4

Distance = 9\ feet

2.

Distance = |y - x|

Distance = |13 - 4|

Distance = |9|

Distance = 9\ feet

3.

Distance = |x - y|

Distance = |4 - 13|

Distance = |-9|

Distance = 9\ feet

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The sum of the interior angles of an n gon is <span> (n-2)*180
the measure of each interior angle is </span><span>(n-2)*180/n
the measure of each individual exterior angle of an ngon is 360/n
all exterior angles add to 360

1. sum of 15 gon is
(15-2)*180=13*180=2340 degrees

2. deca is 10
(10-2)*180/10=8*18=144 degrees

3. dodecagon is 12 sides
360/12=30 degrees

4. 4 sides, those are exterior angles, so they add to 360
4r+7r+8r+5r=360
24r=360
r=15 degrees

5.
pentagon or 5 sides
sum of internal is (5-2)*180=3*180=540 degrees
540=4z+5z+3z+5z+3z
540=20z
27 degrees=z
3z=81=A=D
4z=108=B
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6. (n-2)*180
20 gon
(20-2)*180=18*180=3240 degrees

7. exterior angles add to 360
4y+2y+4y+6y=360
16y=360
y=22.5
2y=45 degrees
4y=90 degrees
6y=135 degrees

8. interior angles of 4 gon sum is
(4-2)*180=2*180=360
2n+6n+5n+2n=360
15n=360
n=24
2n=48
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9.
6gon
(6-2)*180=4*180=720
90+90+x+x+22+x+x+22=720
224+4x=720
minus 224 both sides
4x=496
divide by 4
x=124


10., exterior angle of pentagon, 5 gon
360/5=72=x

11.
(n-2)*180/n=4*(360/n)
times both sides by n
(n-2)*180=4*360
divide both sides by 180
n-2=4*2
n-2=8
n=10
10 sides

12.
area of octogon of side is
</span>2(1+√2)s² where s is the side length
given, 12=side length
A=2(1+√2)12²
A=2(1+√2)144²
A=288(1+√2)
A=288+288√2 square cm
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