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Weekadmmma Ehaded tTegion /5 Rmpmerktmeked including HamRhH EcawarmmmamwbbEzm...

Question

Weekadmmma Ehaded tTegion /5 Rmpmerktmeked including HamRhH EcawarmmmamwbbEzm

Weekadmmma Ehaded tTegion /5 Rmpmerktmeked including HamRhH EcawarmmmamwbbEzm



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Add. $$\begin{array}{r} 23,086 \\ 44,697 \\ 67,302 \\ 83,441 \\ +19,843 \\ \hline \end{array}$$

So we've been given to outbreak pressure to see him last time together. Um, wearing other times he together, I'm actually going to use a special product for me on dhe issues. Was memorized this book for our fist go here. We're just going to drive when we get this from. So you can imagine times in this out on. We're gonna say first term here is going to be our five, so it could be our extra. Um I have x five when you have. Why is our why? Okay, I could imagine here time doing this out. We're gonna get a minus five. Why? Um, we're also going to get a close five. Why? Only time for us outside? Those are actually going to cancel. So every two. If we were Thio put this into a special product formula, all we're going to be left with is X squared being our five plus y squared on minus y squared. Sorry. Being I'm why, Okay, so that's gonna be a special product formula for anything where you have, um, two different terms. So I've, um, two different times, or they could be the same term to terms that are you got one where it's X minus. Y I'm warmer. It's X plus y. Essentially, I'm the special product formula here will be X squared minus wise. So if you have just to reiterate, if you have a two after fresh files together there wants extra swine ones X minus y the special product formula will be X squared minus y script. Okay, so hey, we'll just Someone was in here, so I x Glad country I find 6 25 now why is going to be just our wise It's gonna be 25 minus westerns. When is the answer? If you have any questions about that, you could even me, Daniel Dr. J. P H don't moan at gmail dot com Thank you very much for listening, and I wish you the best.

Okay, so we've been given to algebraic expressions say times together with glass to simplify our turns out. So I got five minus y on five plus y. I can identify here that this is going to be the difference off to square so we can use the difference of two squares Special product formula to work. So so the difference of two squads a special product formula, is gonna be X squared minus y squared. This is just whenever on the Exhale is going to be our number. That's always for justice. That's five on I y squared is going to be a number that's negative on positive in the separate brackets. So it's called The Difference to two squared because you have two squares and those negative in between sets. The difference off extra on Dwyer squared is the answer. Here is going to be our access fire. 635 squares minus I y Being just Weiss glances reminds y squared to be 25 minus y squared. That's the answer. If you have any questions about that, you could e mail me that Daniel Dr. J. P. H. I don't know act Gmail. Come. Thank you very much. First thing and I wish you the best

The directions for this problem. Ask us to simplify the expression and rationalize in the denominators. What this means is we want to write the expression in the form so that the denominator no longer has an irrational number. Such a scary to five, but some rational number. The way we're going to do that is we're going to multiply screwed of five by itself. Since square root of five times square to five will give a square root of 25 or five I have is a rational number. So this is the desire denominator that we want. We're also going to remember that we can't multiply a denominator of a fraction by something that not also multiplies the numerator. By that same value, we need to multiply and expression by something equivalent toe one such a skirt of five over square root of five so that we don't change the value of the original expression. This is our multiplication of identity. So we multiply our original expression by square to five over, scrub it of five. And so I'm gonna write my original numerator in parentheses. When I multiply my enumerators together to remind me to distribute the square root of five from my second fraction to both terms of the original numerator. And so once we multiply the new Raiders together and the denominators together we get three scrubber to five plus five, since grammar to five times square to five is equal to five all over square root of five times square root of five, which is also equal to five. So our final editor for this problem is three square to five plus five, all over five.

In this problem, we have to draw the structure of discount found E five bad fight two in 41. So the structure of this compounded something like this. Just look at it carefully. Yeah, hear it all according to the optioning this problem. So according to the option in this problem, option B. It's correct answer. Option B. Each correct answer for this problem.


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