Assignment is pas due< Et
Lesson plays Measuring segments and angles
2 Serce
Grand
Try it
Door
5. Refer to the figure shown. Can the lighting
designer replace the 22 spotlight with one that
has a 33 beam angle, that can rotate 25 to the
left and right to light all of the objects on the
stage?
57
Spotlight
GECES
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Assignment is pas due &lt; Et Lesson plays Measuring segments - 1

Answers

Answer 1
Answer:

Answer:yes

Step-by-step explanation:

Because x =24 and y=17 are both less than 25


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Rachel's cell phone company charges $0.10 per minute . She used 350 minutes last month and paid $84. Write and solve a linear equation to fins what her bill will be if she uses 300 minutes next month .

Answers

300 min = $X
350 min = $84
now cross multiply
350 * x = 300*84
x = 25200/350
x = $72 Answer

How does the graph of y=ax^2+c compare to a graph off y=ax^2?

Answers

shifting a graph up by c units involves adding c to the whole function

therefor
y=ax^2+c is c units higher than y=ax^2 (aka, it is shifted c units up)

I need help with number 19 please!

Answers

Answer:

  • center: (4, 3)
  • radius: 5

Step-by-step explanation:

A graphing calculator can help you see the center is (4, 3) and the diameter is 10, so the radius is 5.

_____

Or, you can rearrange the equation to standard form by completing the squares.

  x² -8x + y² -6y = 0 . . . . . subtract 6y, group terms

  (x² -8x +16) +(y² -6y +9) = 16 +9 . . . . . complete the squares by adding the squares of half the coefficient of the linear term: (-8/2)²=16, (-6/2)²=9.

  (x -4)² + (y -3)² = 25 . . . . . rewrite in standard form

Compare this to ...

  (x -h)² + (y -k)² = r²

and recognize the center (h, k) is (4, 3), and the radius is √25 = 5.

The school hall is 4 times as long as it is wide. If the perimeter is 55m, what is the length? and what is the width?

Answers

-- The width of the school is ' W '.  We don't know what that is yet,
but we're going to find out.

-- We're told that the length is 4 times as much.  So the length is ' 4 W '.

-- Perimeter is (2 widths) + (2 lengths).

2 widths = 2 W
2 lengths = 8 W
Perimeter = 10 W

-- We're also told that the perimeter is 55m.  That's just what we need.

10 W = 55 m

Divide each side of this equation by 10:

W = 5.5 m

There's the width !
The length of the hall is 4 times as much.

Length = 4 W = 22 m


13 + 3 - 6 + 10Which of the following is equal to the expression listed above?
3 + 13 - 10 + 6
3 + 13 - 6 + 10
10 + 3 - 13 + 6
13 + 6 - 3 + 10

Answers

3+13-6+10 = 13+3-6+10
10+3-13+6 is the answer

-37= n/23
what is n?

Answers

-37 = n
      23

to solve for n, undo what is happening to the n. if the n is being divided by 23 to get -37, then multiply both sides by 23 to figure out what n is. 

-37 * 23 = n * 23 
                  23

-851 = n
the 23 is crowding the n by division
so to undo that we multiply both sides by 23
to get n alone

n = -37 * 23 = - 851

so n = - 851