Why are 1,4,9,16,and 25 sometimes are called perfect square please HELP ME!!!!!!

Answers

Answer 1
Answer: They are all perfect squares because if you took the square root of them you will get a single number. Like the square root of 25 is 5 bc 5(5) is 25
16 is 4 bc 4(4) is 16
9 is 3 bc 3(3) is 9
1 is 1 bc 1(1) is 1
& so on & so forth

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Britney lost $450 on investment which was 45% of the money she invested how much money did she invest ?
Which fraction is greater than 1

Simplify the expression.

Answers

Answer:

D) 1,814, 400

Step-by-step explanation:

It is permutation.

nPr = n!/(n -r)!

Now we have to use the above formula and simplify.

12P10 = 12! / (12 - 10)!

= 12!/2!

=479001600/2

12P10 = 239,500,800

Now let's find 12P2

12P2 = 12!/(12 -2)!

= 12!/10!

= 479001600 / 3628800

12P2= 132

Now we have to divide 12P10 by 12P2

= 239500800/132

= 1,814,400

This will helpful.

Thank you.

Answer:

1814400

Step-by-step explanation:

We are given the following expression and we are to simplify it:

\frac {_(12) P_(10) } {_(12) P_2}

The formula for solving the permutation is:

nPr = \frac {n!} { (n-r)! }

Substituting the given values in the formula one by one.

12P10 = \frac {12!} {(12-10)!} = \frac {12!} {2!} =239500800

12P2 = \frac {12!} {(12-2)!} = \frac {12!} {10!} = 132

Now dividing the two values to get:

(_(12)P_(10))/(_(12)P_2) = (239500800)/(132) = 1814400

Please help me on my second problem

Answers

the answer is 0 there are no blue chips in the bucket. 

Write an expression you could use to convert 2.5 gallons into quarts

Answers

Answer:

2.5 gallons are equal to 10 quarts.

Step-by-step explanation:

We know that 1 gallon is equivalent to 4 quarts.

Let's call g gallons and q quarts. An expression that represents the transformation between these two units is

q=4g

This expression represents the conversion factor we described at the beginning.

So, if we have 2.5 gallons, using the expression, we find the number of quarts

q=4(2.5)\nq=10

Therefore, 2.5 gallons are equal to 10 quarts.

The expression 2.5 gallons x 4 quarts/gallon can be used to convert 2.5 gallons into quarts.

We have,

To convert 2.5 gallons into quarts, you can use the conversion factor that states there are 4 quarts in 1 gallon.

The expression to convert 2.5 gallons into quarts would be:

2.5 gallons x 4 quarts/gallon

By multiplying 2.5 gallons by the conversion factor of 4 quarts/gallon, you would obtain the equivalent value in quarts.

Thus,

The expression 2.5 gallons x 4 quarts/gallon can be used to convert 2.5 gallons into quarts.

Learn more about expressions here:

brainly.com/question/3118662

#SPJ6

What is the ratio of the sides of triangle ABY
NEED HELP ASAP

Answers

The answer is 1 : 1 : square root of 3

Which Choice below is not a ratio 12 cans of soda per 2$

growth of 1.5 inches per week

3IV drips per minute

5 ounces of 2% milk

Answers

5 ounces of 2% milk

Since ratio is the number which can be describe in the graph - rise over run.


12 cans of soda per 2$  : (12 cans)/(2 soda)

growth of 1.5 inches per week  (1.5 in.)/(1 week)

3IV drips per minute  (3IV)/(1 minute)


However, the last one can't be describe, since it's just a number ( a point in a plot - if you graph it ) .


Answer:

5 ounces of 2% milk

Step-by-step explanation:

Good Job!

mrs.diaz makes 5 dozen cookies for her class one ninth of her 27 students are absent the day she brings the cookies if she shares the cookies equally among the students who are present how many cookies will each student get. solve and create fraction word problems involving addition subtraction and multiplacation please help !!!!!!!

Answers

2¹/₂ cookies

Further explanation

Given:

  • Mrs. Diaz makes 5 dozen cookies for her class.
  • One-ninth of her 27 students are absent the day she brings the cookies.
  • She shares the cookies equally among the students who are present.

Question:

How many cookies will each student get?

The Process:

Step-1

Mrs. Diaz makes 5 dozen cookies for her class.

\boxed{ \ 1 \ dozen = 12 \ units \ }

\boxed{ \ 5 \ dozen = ? \ units \ }

\boxed{ \ 5 * 12 = 60 \ cookies \ }

Step-2

One-ninth of her 27 students are absent the day she brings the cookies.

\boxed{ \ (1)/(9) * 27 \ students = 3 \students \ are \ absent \ }

In diagram, Total \ students: \boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3} = 27

3 students are absent, that is \boxed{3}

So, the number of students present is 27 - 3 = 24 students, or \boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3}\boxed{3} = 24

Step-3

And now, let's find out how many cookies will each student get.

\boxed{ \ 24 \ students = 60 \ cookies \ }

\boxed{ \ 1 \ students = \ ? \ cookies \ }

\boxed{ \ 60 / 24 = (60)/(24) \ }

\boxed{ \ 60 / 24 = (60 / 12)/(24 / 12) \ }

\boxed{ \ 60 / 24 = (5)/(2) \ }

Thus, each student get\boxed{\boxed{ \ (5)/(2) \ or \ 2(1)/(2) \ cookies \ }}

Learn more

  1. How many cookies will each student get?  brainly.com/question/328039
  2. How many students are in each class?  brainly.com/question/12251555
  3. How many students are in the grade?  brainly.com/question/1070972  

Keywords: Mrs. Diaz, makes, 5 dozen cookies, for her class, one-ninth, of her 27 students, absent, the day, she brings, shares, equally, among, who are present, how many, will, each student get

I am bringing 5 dozen cookies to my class. There is 27 students in my class. Only 18 students are here. If there is 9 students absent , how many cookies will each student get ?

So firts you multiply 5 by 12 and that equals 60, than you subtract 27 and 9 and that equals 18, also you will multiply 18 by 60 and that equals 1080, lat but not least you will need to add 9 cookies and then you have 1089, you can divid 1089 by 18 and that equals 60 cookies for each student.
I hope this the right answer and I hoped this helped.