Answer:
- Puppy 1 = 3.74
- Puppy 2 = 3.474
- Puppy 3 = 3.77
Step-by-step explanation:
<u>Given:</u>
- Puppy 1 > Puppy 2
- Puppy 3 > Puppy 1
- Puppy 2 < Puppy 3
<u>Outcome of all three inequalities:</u>
- Puppy 2 < Puppy 1 < Puppy 3
<u>The numbers:</u>
<u>In ascending order:</u>
<u>Corresponding puppies:</u>
- Puppy 1 = 3.74
- Puppy 2 = 3.474
- Puppy 3 = 3.77
When 4•12 is compared to 8•6, it can be concluded that →
4 • 12 = 8 • 6.
<h3>What is Comparison in Mathematics?</h3>
Comparison in mathematics is used to compare two numbers or expressions in order to find which number or expression is greater or small.
Following symbols are used for comparison →
> (greater than)
< (less than)
≥ (greater than or equal to)
≤ (less than or equal to)
= (equal to)
Given is the following statement - 4•12 compared to 8•6.
In order to compare both expressions, first we will have to simplify them-
4 • 12 = 48
8 • 6 = 48
Now, if we compare both the expressions, we can conclude that both are equal.
Therefore, when 4•12 is compared to 8•6, it can be concluded that →
4 • 12 = 8 • 6.
To solve more questions on Number comparison, visit the link below-
brainly.com/question/28483189
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Use photomath. Do not click on the link the other person which is actually a bot put.
The like terms are the terms that can be put
together. (9x) and (3x) are like terms because
they both have an x attached. (–5) and (3) are
like terms because they have nothing attached.