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2015 8 10 SzF 5 -10Hou: of Sleep~ 3 4 5 6 7 8 6 102 3 4 5 6 7 8 9 10 11...

Question

2015 8 10 SzF 5 -10Hou: of Sleep~ 3 4 5 6 7 8 6 102 3 4 5 6 7 8 9 10 11

20 15 8 10 SzF 5 - 10 Hou: of Sleep ~ 3 4 5 6 7 8 6 10 2 3 4 5 6 7 8 9 10 11



Answers

$$ \left[-\frac{5}{8}-\left(-\frac{2}{5}\right)\right]-\left(\frac{3}{2}-\frac{11}{10}\right) $$ $$ \left[-\frac{5}{8}-\left(-\frac{2}{5}\right)\right]-\left(\frac{3}{2}-\frac{11}{10}\right) $$

To solve this equation. We're going to want to convert all of our mixed numbers into fractions. So starting with five and 56 we're going to make the whole fraction over six because that's the fraction that we have in common in all of our mixed numbers. So first we have five holes converting that to fix their 66 for each hole. So we have five times six, which is 30 plus. The five from our numerator is 35 6 Then we're adding three and 56 So same process we have three times six gives us 18 plus five is 23 so we have 23/6 more subtracting two in 1/6 again, the same process we have two times six is 12 plus one is 13 now, looking to combine these three fractions, you know that they're all over six, so our answer is also going to be over six. Then we can just add and subtract are numerator. It's We have 35 plus 23 minus 13 which gives us 45. So our answers 45/6. But we can convert that back to a mixed number because we know that six goes into 45 seven times with the remainder of three. So that tells us we have seven holes and our remainder of three is how many sixths we have left over and this can still be reduced. Is 3/6 is the same as 1/2 so we have seven and 1/2.

So you have that the following sequence. A one minus 1/3. One more night by this one with seven one word 81. So when I keep a general for that for the and, um with secrets so well, cervical, these want one. So what is that? Is a bit So what? We can call the zone a one. That one too. But once we no before. So as you can see one, huh? The future of these sequences old alternating because 50 17 was it the negative? Was it? Nobody wants to take things. One was the negative. So perhaps some miners one three engine builder on if you want to start at one. So we sent out one that he was my swan didn't. Why, Miss One can put another rightness there. So? So that for one is positive. And, uh, if you look at the thing in the denominator, there's not anything I do not know Terminator. So probably just something related. Also, hear the zone is three square. I'm on this. Oh, this is a mystery square that these three streak you. That's three to the fourth grade, so you can see that sequence. Well part of you have there One. When this one, the oh won over three squared one of those one Q one or before. So the whole the world would be a very strange place because the sequence can be read in us. What was that? But, uh, if you look in there like this when we have nothing so robbery onto so it's trucked. I want from you so that anyone you see people too. Um, 221 So you can have that description. Or we could give the grieve all that's on formula. You could describe Bill's away. Uh, because the relation oh, so records. He's, uh thank you. They so with some number, start with these and then we say, What is there well, for getting into the next number. Also, as you can see here as you increase the end, you're more decline by my nose. Warren Third. So my nose 1/3 time's a so Ben you just the next time, right? Because you said we'd want well to get minus 1/3. Just moved it by 1/3 to get one of her. Nine will multiply, buddy. Aw, 30 miles. 1:30 a.m. So it was You gonna come? Here's the records. Relation is, well, the previous them a hands. So bam plus one is a little A's event. Times miners 1/3. So you have those descriptions are not, Yes, so would be decreasing alternating.

Okay, so in this expression, we're going to a place, be with seven. So since seven is most pipe, I be I'm gonna do seven times for the C seven and B is race the second Paris. So this blue seven will be raised to the second power. And then in the order of operations, we're gonna first look at the exponents. So this will be seven times seven to the second. Paris just seven times itself inside the parentheses. This will be inside the blueprint C seven times seven is just 49 then 40 times times Another seven will be 343 which is the same thing at seven to the third power.

If we want to evaluate the equation above, we can use the binomial theorem written ingredient. When the equation is in this form, we can see from each individual term that X in the binomial theorem corresponds toe one for a in the binomial theorem corresponds 23 over four. An end in the binomial theorem corresponds to five. We know that the binomial theorem is used to expand equations of the form X plus a the end. So we know that this entire equation here can be rewritten as 1/4 plus 3/4 to the fifth. This equals one to the fifth, which just equals one.


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