"A cash drawer contains 29 bills, all twenties and fifties. If the total value of the bills is $820, how many twenties and how m
2 answers:
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Answer:
The correct answer choices are:
1) It is a real number
2) It is an irrational number
Step-by-step explanation:
So we have the number:
First, let's define each of the terms:
Real numbers are all of the irrational and rational numbers. If a number is irrational or rational, then they are a real number. Any number that does not include the imaginary number i is real (you'll learn this eventually. It's actually really interesting!).
Irrational numbers are the numbers that do not terminate nor repeat. Examples include π or √3. Note that numbers like 1/3 which is .3333 is <em>not </em>irrational because they are repeating. π, on the other hand, does not repeat and never ends.
Rational numbers are the numbers that terminate or repeat. They also include the integers, whole numbers, and natural numbers.
So, the √2. First, it's real because it doesn't deal with imaginaries.
Next, use a calculator and calculate √2. We can see that it is about 1.41423562... This number does not repeat. And it does not terminate (end). In other words, √2 is a irrational numbers.
Since it is irrational, it cannot be rational. Since it's not rational, it cannot be an integer, whole number, or a natural number.
Therefore, the correct answer choices are:
1) It is a real number
2) It is an irrational number
Answer:
A. The system has no solutions
Step-by-step explanation:
Step 1: Check to see if the 2 lines share 1 slope
slope of blue line =
slope of red line =
Step 2: Realize that lines with the same slope never touch
We know lines with the same slope are parallel to each other so they won't collide
Step 3: Know what the question is asking you
When they ask for solutions to the system of equations they are asking you to find out where they intersect
Step 4: Find answer
Because we know this is a parallel line they will never intersect causing this system to never have an answer or solution
Therefore the answer is A. The system has no solutions