5

Abs.1 189 1...

Question

Abs.1 189 1

Abs. 1 1 8 9 1



Answers

$$ \text {} 8 \frac{9}{10}+1 \frac{1}{5} $$

This question gives us a sequence and asked us to determine a formula. What we know that the numerator for each term is one, and the denominators essentially add the numbers after each other times, too. So, as we said, the numerator is one and the denominator times two minus one and this works. If you plug in 1 to 3, you'll got 1 1/3 1 fifth onwards.

In this problem, we're gonna multiply one a Tom's none When multiplying numbers, you want the numbers in the same format, Meaning if one's a fraction, you want both to be a fraction. If they're ones the decimal. You won't vote to be a decibel. So in this case, since 18 is a fraction, we're gonna need to change non to a fraction. So we're gonna rewrite the problem as 1/8 times in order to change. Ah, hell number or non as a fraction. We just simply put it over one. The non will be in the numerator. The one will be in the denominator. So I have now won Tom's none and eight times, one one times non is not, and eight times one is eight. And even though that is an improper fraction, we are gonna leave it life at because it's still in simplest form. So our answer is non

This question is asking us to multiply together a series of numbers. Some people might look at that this and get a little bit pregnant. But there's a number in here that makes this very easy First. Now, whenever we're multiplying a series of numbers together, we remember order of operations. We started the left and work towards the right, so the 1st 2 numbers were multiplying together are negative eight and negative nine. Now eight times nine is 72. We then ask ourselves, what would the sign be? A negative times? A negative is a positive, so it's positive. 72. Next, we're going to be multiplying 72 with zero Well, anything multiplied by zero is zero. Let's see what we're multiplying with next zero that is being multiplied with negative 1/4. Well, even though this is a fraction and a negative number zero times, anything is zero. Let's pull down our last number. Next, we're doing zero times negative, too, and once again, zero times any other number is zero. So, overall, our answer is zero

Problem. We're being asked to simplify the given expression. So to do that, we're gonna follow the order of operations. So remember, we're gonna start with grouping symbols. So our first grouping symbol, we have two plus eight, which is equal to 10. So we have 14 minus six times 10 divided by And yes, those last two numbers Aaron print and are in grouping symbols. But they're on Lian grouping symbols because they're negative values. So you can't do anything there next. We're going to look for exponents, but we don't have any. Then we're going to look for multiplication division from left to right. Remember, It's very important you go in order. So first we have to multiply Negative six by 10, which is equal to negative 60. And then I'll bring down everything else next. I see we have division. We have negative. 60 divided by negative. One third. I'm gonna do this off to the side. So remember, when we divide fractions, we have to multiply by the reciprocal. So we really have negative 60 times. Negative. 3/1. Well, negative. 60 times negative. 3/1 is just positive. 1 80. So we'll substitute that into our problem. So we're gonna have 140. I'm sorry. 14 not 1/40. We have 14 It's a positive 1. 80. So, plus 180. And this is gonna be times by negative one night. All right, Now we take care of the multiplication, so we have to multiply 1 80 by negative 1/9. So that would leave us with negative 1 80. Divided by nine. But that would reduce to negative 20. So perfect. Now we have 14 plus our Sorry Plus. Yep. Negative. 20. Well, now we have to combine these two. Well, we have. We're adding fractions here, so we need a common denominator, so I can put the 20/1. And our common denominator is four. So I'll multiply the numerator and denominator for the second fraction by four. So this leaves us with 1/4 minus 80/4. And now we can combine these 1/4 minus 80/4 is equal to negative. 79/4. And now, with simplified our expression. So our final answer is negative. 79/4


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