Give an example of an irrational number that is less than -5.

Answers

Answer 1

Answer: For example, Pi, which is 3.14159265359...

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Photo above! How do I find the area of this? I'm more concerned about how to find the answer than the actual answer itself. I just need to know how to find the area
Ms brown divided her class into equal groups two eighths of 48 students went to math how many students went to math

on call 3.5 hour $10 talk time 1/2 hour $1.25 what is the unit rate in dollar per hour for each company

Answers

48. On call = 3.5 hours for 10 dollars=> ½ hour for 1.25 dollars.Now, let’s solve the unit rate for each companyfirst = 3.5 hour / 10 dollars=> 10 / 3.5=> Unit rate is 2.9 dollars/hrSecond company = ½ hour for 1.25 dollars=> 1.25 / .5=> 0.25 dollars / hr.Thus, the first company pays better than the second one because it pays 2.9 dollars every hour of talk compare to the 2nd one which pays only 0.25 dollars per hr.

What is the surface area of the prism?A.
420 in2

B.
140 in2

C.
144 in2

D.
288 in2

Answers

The answer would be:

C. 144in2

hope that helped

What is the ratio 10:12 in 1:n

Answers

so 10:12
we want to convert 10 to 1
divide both by 10
10/10=1
12/10=1.2
answer
10:12=1:1.2
n=1.2

$(10)/(12) =(1)/(n)\n\n\sf{Cross~multiply}}\n\n10n = 12\n\n\sf{Divide~both~sides~by~10}\n\n \boxed{\bf{n = 1.2}}$

n = 1.2

a pizza place charges $15 for a pepperoni pizza and $12 for a cheese pizza. the goal is to sell $540 in pizza for the day. The situation can be represented by the equation 15x+12y=540, x=pepperoni pizzas and y= cheese pizzas. If the pizza place runs out of pepperoni, how many cheese pizzas must be sold to reach the daily goal?

Answers

Answer:

$45

Step-by-step explanation:

540 divided by 12 = y

8 pencels cost 3.44 whates the unit rate of one pencil

Answers

The unit rate of one pencil is $0.43
3.44/8=0.34

One pencil costs $0.43, you just divide 3.44 by 8

Which is an equivalent form of the compound inequality −44 > −2x − 8 ≥ −8?

Answers

Answer:

An equivalent form of the compound inequality is the pair of single inequalities:

-2x - 8 < - 44, and
−2x − 8 ≥ −8

Explanation:

You can split the compound inequality into two equivalent inequalities by taking each side from the variable.

The compound inequality −44 > −2x − 8 ≥ −8 means that two conditions must be satisfied:

1. From the left side: - 44 > - 2x - 8

2. From the right side: −2x − 8 ≥ −8

Then, as a first approach you can tell that an equivalent form of the compound inequality is the pair of single inequalities:

-44 > -2x - 8, and
−2x − 8 ≥ −8

You should put the variable on the left sides, which will yield the best form of an equivalent pair of inequalitis.

- 2x - 8 < -44, and
- 2x - 8 ≥ - 8

That is the best choice of an equivalent form, and from there you can solve the inequalities which will permit to obtain the solution. Of course, you can manipulate the variable and find many other equivalent forms.

Notice, that both inequalities must be satisfied simultaneously.

This is how you solve that system