2 equivalent fractions of 15/125

Answers

Answer 1
Answer: 30/250 and 45/375 would be two equivalent fractions.
Answer 2
Answer: 3/25 and 225/1875 I think

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Part 1: Create your own real world Pythagorean theorem problem. Write an equation you could use to find the length of the missing side of your right triangle. Then find the missing length. Show all your work. Round to the nearest tenth if necessary.And write a summary sentencePart 2: Draw a visual to represent your real world problem

Solve the system of equations and choose the correct answer from the list of options.d + e = 15
–d + e = –5

Label the ordered pair as (d, e). (4 points)


Select one:


a. (0, 0)

b. (10, –5)

c. (5, 10)

d. (10, 5)

Answers

We can solve this system of equation by reduction method.
  d+e=15
 -d+e=-5
-------------------
      2e=10   ⇒e=10/2=5

-(d+e=15)
 -d+e=-5
-----------------
  -2d=-20   ⇒d=-20/-2=10

therefore: d=10; e=5

Answer: d.(10,5)

Answer:

(10, 5)

Step-by-step explanation:

Evaluate. Write your answer as a decimal.

6.59+(−7.8)−(−2.41)=

Answers

On evaluating the decimal expression given by →

6.59 + (− 7.8) − ( − 2.41), we get 1.2

What are decimal numbers?

A decimal is a number that consists of a whole and a fractional part. For example -  9.3, 5.4, 9.8 etc.

Given is the following expression -

6.59 + (− 7.8) − ( − 2.41)

The given decimal expression is -

6.59 + (− 7.8) − ( − 2.41)

Simplifying it -

6.59 - 7.8 + 2.41

6.59 - 5.39

1.2

Therefore, on evaluating the decimal expression given by →

6.59 + (− 7.8) − ( − 2.41), we get 1.2.

To solve more questions on Evaluating expressions, visit the link below-

brainly.com/question/11903485

#SPJ2

Answer:

1,2

Step-by-step explanation:

6,59-7,8+2,41=1,2

Find the radius of a circle on which a central angle measuring 2π/3 radians intercepts an arc on the circle with a length of 35π kilometers.

Answers

The radius of the circle is of 52.5 kilometers.

This question is solved using the length of arc formula, which states that:

L = r\theta

In which:

  • L is the length of the arc.
  • r is the radius.
  • \theta is the measure of the central angle, in radians.

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

In this question:

  • Central angle of 2π/3 radians, so \theta = (2\pi)/(3)
  • Length of 35\pi.

Thus, to find the radius, we solve for r.

L = r\theta

35\pi = r(2\pi)/(3)

2\pi r = 105\pi

Simplifying both sides by \pi

r = (105)/(2) = 52.5

The radius of the circle is of 52.5 kilometers.

A similar question is given at brainly.com/question/15162755

Answer:

Radius= 105/2 km

Step-by-step explanation:

The formula for arc length (in radians) is Arc Length = Radius*Angle(in radians)

The arc length is 35π km and the angle is 2π/3

Plug in the values and solve for r

35π = (2π/3)*r

35π*3/2π= r

r = 105/2 km  or 52.5 km

The Mars cereal company has 2 different boxes for Mars cereal. The large box is 8 inches wide, 11 inches high & 3 inches deep. The small box is 6 inches wide, 10 inches high & 2.5 inches deep. how much more cardboard is needed to make the large box than the small box? the answer is 190 sqaured inches right??????

Answers

Yes, your answer is absolutely right. I'd also solved it. Please see the pic.

I am completely lost3. Three girls are preparing information packets about an upcoming fundraiser event.
• Nicole prepared 270 packets in 45 min.
• Hillary prepared 450 packets in 1.5 h.
• McKenzie prepared 280 packets in 1 h and 10 min.
(a) Who works the fastest? Explain how you solved this problem.
(b) Each girl worked another 2 h at her same rate. Who made the most packets that day? Explain how you solved this problem.

Answers

Nicole: 6 packets a min. 
Hillary: 5 packets a min.
McKenzie: 4 packets a min.
(a) Nicole, because she produces the most packets a minute.
(b) Nicole, I multiplied each packets per minute by 120 (2 hours).

A item cost $470 before tax, and the sales tax is 14.10. Find the sales tax rate. Write your answer as a percentage

Answers

Answer: 3%

Step-by-step explanation: when we multiply the number 470 by .03 and get 14.1 which is the same as 14.10 and this is the answer.