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Determine whether the statement is true or false.
$$-3<-20$$ True False
Since the value off zero factory and even pectoral both are equal to one. It means this is tournament is Drew.
In the given question, we have to tell whether the state, given a statement is true or false. Here. The statement is the set containing three comma zero, comma nine, comma six, comma two is equals to the set containing two common nine comma zero comma three, Homers six. Now moving towards the solution. And the answer to this statement would come out to be true. As clearly see. I hear that both the sets contain the same number of and the same elements. So this statement comes out to be true.
We want to determine if the given statement is true or false. So this is gonna be two thirds is greater than 56 Now, the problem with us just answering this immediately is that we're essentially comparing apples and oranges. Now, why do I say that? Well we're comparing apples and oranges because we have two different denominators. Were thinking about the fraction in terms of two different amounts. So because we have two different denominators, let's get a common denominator. So what would it look like? Um to have a common denominator? Well, we know that a common multiple between three and six is going to be six. So in order to get to six here, we have to multiply by two on the bottom, which means we multiply by two on the top. That gives a six right here. And keep in mind when we multiply by two on the bottom and the top that's essentially just multiplying by one because we have 2/2, so it's become six, this becomes four. Now we're comparing apples to apples and we see 46 is not greater than 56 So this is false.
So here we want to determine whether or not the statement is true or false. So we have this written right here um mm uh huh um negative five. And then we want to understand the meaning of this sign. So this sign is different than this site. Do you notice the difference? This sign has a little line underneath it, whereas this sign does not. So what we're given in the book is this this right here means less than this, right here means less than or equal to. Okay. If this was just this, then we could say absolutely not. Negative five is not less than negative five because they're the same value. However, in this case were given negative five is less than or equal to negative five. Well, it's certainly not less than but it is equal to so because negative five is equal to negative five, we see that this statement is going to be true.