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Math, 28.10.2019 14:45 nila93

An arch in the form of a semi ellipse has a span of 240 feet and with a greatest height of 60 feet. there are two vertical supports equidistant from each other and 30 feet from the minor axis. find the height of the support.​

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Answers: 3

Answers

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Answer from: christiandumanon

320.317 (3dp)

Step-by-step explanation:

60+(2x40)+(2x80/3)+(2x160/9)+(2x320/7)

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Answer from: ian2145

5 feet

Explanation:

12 feet = 12 inches

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Answer from: kambalpandesal23

5 feet

Explanation:

60 inches equates to five feet tall.

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Answer from: batopusong81

sinigang

Step-by-step explanation:

na hotdog with ketchup

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Answer from: reyquicoy4321

Test XXX

experience

PROBLEM SOLVING

Instruction: Solve the Body Mass Index intended for each item below. On the

provided before each number write uw if it is underweight, N

normal, ow if it is overweight and o if it is obese. Then, write

solution and answer inside the boxes provide for.

your

1. Weight: 30

Height: 1.2 m2

Solution:

2. Weight: 60 kg

Height: 1.78 m2

Solution:

3. Weight: 33 kg

Height: 1.20 m2

Solution:

Solution:

4. Weight: 46 kg

Height: 1.60 m2

Solution-

5. Weight: 34 kg

Height: 1.45 m2

Us-ambot

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Answer from: lhadyclaire

Use this formula

\frac{w}{ {h}^{2} }

Example: square the height first then divide the weight and the squared height

=  \frac{39}{1.2^{2} }  \\  =  \frac{39}{1.44}  \\  = 27.83

To classify if it's normal or overweight

Underweight= below 18. 5

Normal=18.5-24.9

Overweight=25.0-29.9

2. BMI=16.9 UNDERWEIGHT

3. BMI=22.9 NORMAL

4. BMI=18 UNDERWEIGHT

Explanation:

The BMI of the first item is 27.8 which is OVERWEIGHT

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