MATHEMATICS MIDDLE SCHOOL

What are five fractions between -8/10 and -4/5

Answers

Answer 1

Answer:

There are no fractions between -8/10 and -4/5.

What is Fraction?

A fraction represents a part of a whole.

We need to find five fractions between -8/10 and -4/5.

When we simplify -8/10 we get -4/5

The fractions -8/10 and -4/5 both are same fractions

So there are no fractions between -8/10 and -4/5

Minus eight by ten is equal to the minus four by five.

So, the fraction itself does not have any fractions in between.

Hence there are no fractions between -8/10 and -4/5.

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Answer 2

Answer: their are no fractions between those because they are the same number

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Marco drew 24 pictures. He drew 1/6 of them in art class. How many pictures did Marco draw in art class?

Answers

24/6 is the amount of pictures drawn in art class. Your answer is 4

First divide 24 by 6 which equals 4 so the answer would be 4.

Nichole’s rotating sprinkler waters her lawn up to a radius of 7 feet. What is the maximum number of square feet of lawn Nichole can expect the sprinkler to cover?A. 43.96 ft2
B. 10.99 ft2
C.153.86 ft2
D. 307.72 ft2

Answers

Answer:

Step-by-step explanation:

$\pi * {7 }^(2) = \pi * 49 = 153.86$

One-half cup of black beans provides 15% of the potassium you need daily. You must get the remaining 2890 milligrams from other sources.

Answers

Answers:

The amount of potassium from black beans is 510 mg

The total amount of potassium needed daily is 3400 mg

Explanation:

1- getting the total amount of potassium needed daily:

Assume that the total amount needed daily is x

We know that:

We can get 15% of the potassium needs from half a cup of black beans.

This means that:

remaining amount = 100% - 15% = 85%

We are given that the remaining amount is 2890 mg, therefore:

85% x = 2890 mg

0.85x = 2890 mg

x = 3400 mg of potassium

2- getting the amount of potassium in black beans:

We know that:

one half of a cup provides 15% of the daily needs

We have calculated that:

Total daily need = 3400 mg

Therefore:

half a cup would provide = 15% * 3400

half a cup would provide = 0.15 *3400

half a cup would provide = 510 mg of potassium

Hope this helps :)

not 100% sure on what you are asking but i think i got it. If you are looking for the amount of K (potassium) in milligrams then you need to first know that 85%=2890 milligrams. if you divide 2890 by 17 you get 5%=170 mg. multiply this by 3 to get 15%=510 mg. so one half cup of black beans has 510 milligrams of K. the total amount of K needed daily is 510+2890=3400 milligrams or 34 grams

a community bike ride offers a short 5.7 mile ride for children and families. the short ride is followed by a long ride, 5 2/3 times as long as the short ride, for adults. if a woman bikes the short ride with her children, and then the long ride with friends. how many miles does she ride together?

Answers

38 miles

Further explanation

Given:

A community bike ride offers a short 5.7-mile ride for children and families.

The short ride is followed by a long ride, 5²/₃ times as long as the short ride, for adults.

A woman bikes the short ride with her children, and then the long ride with friends.

Question:

How many miles does she ride together?

The Process:

Let us make a pattern for the short ride:

$\boxed{5.7} \rightarrow in \ miles$

Let us do a multiplication on a fraction at first.

$\boxed{ \ = (2)/(3) * 5.7 \ }$

$\boxed{ \ = (2)/(3) * 5(7)/(10) \ }$

$\boxed{ \ = (2)/(3) * (57)/(10) \ }$

We crossed out 3 and 57.

$\boxed{ \ = 2 * (19)/(10) \ }$

$\boxed{\boxed{ \ = 3.8 \ }}$

Then we make a pattern for the long ride, 5²/₃ (five and two third) times as long as the short ride:

$\boxed{5.7}\boxed{5.7}\boxed{5.7}\boxed{5.7}\boxed{5.7}\boxed{3.8} \rightarrow in \ miles$

A woman bikes the short ride with her children, and then the long ride with friends. Let's calculate how many miles does she ride together.

The short ride: $\boxed{5.7 \ miles}$
The long ride: $\boxed{(5.7 * 5) + 3.8 = 28.5 + 3.8 = 32.3 \ miles}$

$\boxed{ \ 5.7 + 32.3 = 38}$

Thus, she rides 38 miles together.

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Keywords: A community bike ride, offers, a short 5.7-mile ride, for children and families, followed by, 5 2/3 times, for adults, a woman, with friends, how many miles, she ride together

First multiply 5.7 by 5 2/3 to figure out how long the adult ride is: 5.7/1 X 17/3= 32.3. Then add the adult ride and the children's ride together: 5.7+32.3=38 (7+3=10 which adds 1 to the whole number). The mom would ride 38 miles :)

Jake baked 5 cherry pies. He wants to share them equally with 3 people. How much of a pie will each person get?

Answers

Each friend will get one whole pie and 2/3 of another one.

Each person would get 1.6 pieces of pie because if you divide 5/3 you get 1.6! This would be 1 and 2/3. You can check the work on a calculator, if you want....

How do you write the fraction 7/10 as a sum of fractions three different ways

Answers

First three sum1/10 + 2/10 + 4/10Proof: When the numbers in the denominator have the same value, fractions can be compute only with the sum of numerator values and the denominator doesn’t change.1/10 + 2/10 + 4/10 = 1+2+4 / 10 = 7/10Second three sum1/10+1/5 + 2/5,Proof: such kind of fractions can be computed as follows: 1/10 + (1+2 )/5 (same denominators). 1/10 + (1+2 )/5= 1/10 + 3/5= 5x1 +10x3 / 5x10 = 5+30 /50 =35/50, by simplifying by 5, 35/50=7/10The third three sum is5/10+ 3/15+8/20,it can be computed by using the same method as given above

Final answer:

To write the fraction 7/10 as a sum of fractions three different ways, you can use a common denominator, multiples of the denominator, or equivalent fractions.

Explanation:

To write the fraction 7/10 as a sum of fractions three different ways, we can use different denominators. Here are three ways:

Using a common denominator: Multiply the numerator and denominator of 7/10 by 3/3 to get 21/30. Then, express 21/30 as the sum of three fractions with different numerators: 7/30 + 7/30 + 7/30.
Using multiples of the denominator: Express 7/10 as the sum of fractions with denominators that are multiples of 10, such as 20, 30, and 40. So, 7/10 can be written as 14/20 + 21/30 + 28/40.
Using equivalent fractions: Find equivalent fractions of 7/10 with different denominators, such as 14/20, 21/30, and 28/40. Then, express 7/10 as the sum of these equivalent fractions.

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