Describe how you could draw a diagram for a problem about finding the total length for two strings,15 inches long 7 inches long.

Answers

Answer 1
Answer: using Pythagoras 
you would put one vertical and one horizontal and work out the hypotenuse :) 

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Will doubling the dimensions of a cone double its volume?

Answers

No it would make it roughly 8 times bigger :)

Help please!!!
(please show work)

Answers

78=.26x

 divide both side by .26

and it will equal 300

when you calculate it it will be 3 but put 300

78/26=3(1%)
3x100=300
300 is the answer

Explain how you distribute a factor to terms in parenthesis

Answers

Let's say the question is 2(x+3),

You multiply the number outside the brackets by EVERYTHING inside the brackets so,

2(x+3)
=2x+6      *Notice how 2(x)=2x and 2(3)=6.*

Mathilde has 20 pints of green paint.  She uses 2/5 of it to paint a landscape and 3\10 of it while painting a clover.  She decides that for her next painting she will need 14 pints of green paint.  How much more paint will she need  to buy?

Answers

8 more pints to paint

Further explanation

Given:

Mathilde has 20 pints of green paint.  

She uses:

  • ²/₅ of it to paint a landscape, and
  • ³/₁₀ of it while painting a clover.  

She decides that for her next painting she will need 14 pints of green paint.  

Question:

How much more paint will she need to buy?

The Process:

Prepare ²/₅ to be ⁴/₁₀. The numerator and denominator are multiplied by two.

From the fractions ⁴/₁₀ and ⁵/₁₀ with the denominators of 10, we divided 20 pints into 10 parts for 2 units each.

The initial condition: \boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}\boxed{2}

²/₅ (or ⁴/₁₀) of it to paint a landscape: \boxed{2}\boxed{2}\boxed{2}\boxed{2} which is four out of ten parts or \boxed{ \ 2+2+2+2=8 \ pints \ }

³/₁₀ of it while painting a clover: \boxed{2}\boxed{2}\boxed{2} which is three out of ten parts or \boxed{ \ 2+2+2=6 \ pints \ }

From the scheme above, it appears that Mathilde has 6 pints remaining, i.e.,   \boxed{ \ 20-8-6=6 \ pints \ }

She decides that for her next painting she will need 14 pints of green paint.

Thus, the amount of paint that she will need to buy is \boxed{\boxed{ \ 14 - 6 = 8 \ }}. She needs 8 more pints of paint to buy.

Learn more

  1. The sum of ¹/₆, ²/₃, and ¹/₄ brainly.com/question/3298276#
  2. What fraction of the box is left (Kim and Courtney)? brainly.com/question/37157
  3. What is the amount of apple juice in each bottle? brainly.com/question/5798698

Keywords: Mathilde has 20 pints of green paint, 2/5 of it to paint a landscape, 3\10 of it while painting a clover, she will need 14 pints, how much more, she needs to buy, 8 pints

2/5 = 4/10 = 8
3/10 = 6
8 + 6 = 14 + 14 = 28
28 - 20 = 8
8 pints needed or 1 gallon
Hope that Helps!

The division of a whole number N by 13 gives a quotient of 15 and a remainder of 2. Find N

Answers

This means that N = 13 * 15 + 2
N = 197

The two lizards in the United States are the gilamonster and the chuckwalla. The average Gila monster is 0.608 meter long. The average chuckwalla is 0.395 meter long. How many times as long is the Gila monster as the chuckwalla, to the nearest hundredth?

Answers

The Gila monster is approximately Ratio 1.54 times as long as the chuckwalla when their lengths are compared.

To find out how many times as long the Gila monster is than the chuckwalla, we divide the length of the Gila monster by the length of the chuckwalla. This gives us a ratio that expresses the relative size of the two species.

So, using the given average lengths:

Gila monster length: 0.608 meters

Chuckwalla length: 0.395 meters

We divide the length of the Gila monster by the length of the chuckwalla:

Ratio = Gila monster length / Chuckwalla length = 0.608 meters / 0.395 meters = 1.54 (rounded to the nearest hundredth)

So, the Gila monster is approximately 1.54 times as long as the chuckwalla.

For more such questions on Ratio, click on:

brainly.com/question/32531170

#SPJ2

This is easy, you just divide 0.608 by 0.395, which equals 1.54 (rounded to the nearest hundredth). So, the Gila monster is about 1.54 times as long as the chuckwalla.