Question

In the following exercises, simplify each rational expression. $-\frac{44}{55}$

   In the following exercises, simplify each rational expression.
$-\frac{44}{55}$
Intermediate Algebra
Intermediate Algebra
Lynn Marecek 1st Edition
Chapter 7, Problem 5 ↓
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In the following exercises, simplify each rational expression. $-\frac{44}{55}$
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00:02 All right, here we are being asked to simplify the expression.
00:08 If you're looking in your textbook, then you see those directions for this entire set of problems.
00:13 And they will get more intricate and take a lot more steps to do them than these ones earlier in the section.
00:22 You just need to remember, you might look at this and say, hey, that's a fraction.
00:27 Well, technically, it's still a rational expression, right? a rational expression is anything that's written as something over something else.
00:35 In this case, there's just no variables involved or anything like that.
00:39 So literally, all we have to do here is reduce the fraction.
00:45 And that means simplifying a rational expression.
00:48 Reducing is just another name for simplifying when you're not dealing with any variable expressions.
00:56 And this one's pretty easy, okay, because there is only one number.
01:01 It should be pretty obvious.
01:03 There's only one number that divides into both 44 and 55.
01:07 Okay.
01:09 And that's, of course, going to be 11.
01:11 So if we want to simplify this expression, we're just going to divide top and bottom by 11.
01:18 And if you watch the previous one, you know that you don't have to necessarily reduce your fraction all in one shot.
01:27 Okay.
01:27 This one just happens to be obvious because most people know that if you have a two -digit number that's two of the same, then that's always times 11, right? 11 times 2 is 22, 33, 44, 55, 66, and so all...
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