The answer to these two questions are not the same. We don't agree with Noah.
Reason:
Let's start with the first question.
1. Given: rate = 10% increase, base/original number = 550 bison
10% of 550 is:

10% of 550 is 55. Hence, there is an increase of 55 bison this year. This year, there are 550 + 55 = 605 bison in the herd.
2. Given: rate = 10% decrease, percentage/final number = 550 bison
Applying the concept of Percentage = Base x Rate, we can get the Base or the original number of bison before the decrease by dividing Percentage over Rate.

Filling in the formula with the given values in question 2, we have:

Last year, there were 611 bison.
As we can see, the answer for number 1 is 605 bison while the answer for the number 2 is 611 bison. The answer of the two questions are not the same.
Given:
The expression is

To find:
Whether the two expression in the equation are equal or equivalent.
Solution:
If two expression are exactly the same, then they are equal and if the two expressions are different but the after simplification both are same, then they are called equivalent expressions.
We have,

Taking LHS, we get

On combining liker terms, we get



In the given equation both expression are different but after simplification LHS = RHS, therefore the expression are equivalent not equal.
Answer:
Step-by-step explanation:

(10/n +6) -3
10/2+6-3
5+6-3
11-3
8
Hope this helped!
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