5

(Q ( %1 1 < ! [ <~Ho:Ch;HcW+...

Question

(Q ( %1 1 < ! [ <~Ho:Ch;HcW+

(Q ( % 1 1 < ! [ < ~Ho: Ch; Hc W+



Answers

$$ 1-\frac{7}{q}=\frac{-6}{q^{2}} $$

So this problem We have to determine whether these values the sell you on the left is greater than equal to or less than the value on the right. So the value on the left we have is a center leader in the value on the right. We have is just irregular leader. So if we know our prefix table and we know our prefaces just in general, then we should know that the answer is that one leader is greater than one cent a litre. One Senate leader is evil. 2.1 point 01 of a leader. So the community, the conversion looks like this. So 100 Senate leaders is equal to one leader. That is the correct version.

Okay, so we see that we have many variables R p and Q. So we'll start fire. Ready goes. So let's write P Q and R. So since we have three components, we're gonna have to throw our three, which is eight rows. So will take four true values on four false values like so Okay, so now that we have this listed, let's start by pulling in what's inside parentheses. So we already have our key column. So let's start by this thing Are negation of Q. That's false, False, true, true falls, false and then true. True. Okay, and now it's used are conjunction with the Column of P and Navigation of Cute. So we have True and forced That's full, true and false. That's what true and true, that's true, true and true. That's true force and force. That's fools, boss and force. That's false, false and true. That's close, and this is also full. And now we're gonna use our disjunction with our column of of our and our Biblical. So we have, um, this column and this one right here, so true or false, that's true, false or false. That's false. True or true, that's true, false or true? That's true. True or false. That's true. Pollster falls. That's walls true or Fels that drew. And lastly, false or Fels mats. Pulse. So our solution is this red one right here?

For me to compare the sides. Qs, which is across from measure of angle, are and at Q R, which is across from the measure of angle s. So angle are is 51 degrees an angle. Uhse 78 degrees. So 51 is less than 78 so that makes Q s is less than Q R.

In this problem. We want to compare the two sides P Q and Q. S. So Angle s is across. The measure of angle s is right across from he killed. And then the measure of angle P is right across from Qs. So we know that Q angle P is 75 degrees and then we need a fine angle s. But in order to find angle s, we have to do 1 80 minus 75 minus 54 that's going to give me 51 degrees. So angle asked is 51 degrees so we know that and go pee is gonna be greater. So that tells us that P Q is less than qs.


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