According to Hannah 2.11 is a rational number.
According to Gus 2.11 is a repeating decimal.
Please see..
2.11 don't have more dots after two ones after decimal.
<em>If it would be a repeating decimal, it should be look like this 2.11......</em>
<em>2.11 could be expressed as rational number 211/100.</em>
<h3>Therefore, Hannah is absolutely correct by saying hat 2.11 is a rational number.</h3>
Play this game to review Mathematics. The
able shows school enrollment for Bayview
Middle School. Find the rate of change fro...
lissing: Eldridge tracked 7648

We use long division to divide
There is no x term in x^2 -1 so we put 0x
x + 1
----------------------------
x^2+0x-1 x^3+ x^2 + x+ 2
x^3+0x^2-x
-----------------------------(subtract the bottom from top)
x^2 +2x + 2
x^2 +0x - 1
--------------------------------(subtract the bottom from top)
2x + 3
-----------------------------------------
Quotient : x+1
Remainder : 2x+3
Answer: The answer is (D) 
Step-by-step explanation: Given that there is a rectangle, where length of the rectangle is given by

and width of the rectangle is given by

We are to find the perimeter of the rectangle. To do so, we need to add two times length with two times breadth of the rectangle.
Therefore, perimeter is given by

Thus, the correct option is (D).
I'm pretty sure the answer is T/LS=x or in other words T divided by LS equals x.