5

~2 Let A = and find all solutions to thc homogencous cquation Show all your work -6 and you may display your answer in paramctric or span form:...

Question

~2 Let A = and find all solutions to thc homogencous cquation Show all your work -6 and you may display your answer in paramctric or span form:

~2 Let A = and find all solutions to thc homogencous cquation Show all your work -6 and you may display your answer in paramctric or span form:



Answers

Solve each equation or inequality. Check your solutions.
$$
a+1=\frac{6}{a}
$$

So for this example or this exercise, we're gonna have a double solution. Means s O X, minus 60 Since it's being multiplied by itself, will just keep it as X minus six is zero. Because we're only gonna have one solution here, so x is equal to six.

All right. So this question, I have to a over a plus to minus by. He goes to seven a over a close to. So, uh, we're just gonna mop everything by a plus to know there's more practice. Let's to a minus by Hey, plus two, you got to seven day. That's two a minus by hey, minus 10. You coast of seven A. But the industry A Because, too. Nicholas here minus 10. Because 27 A. If I moved, uh, the money over 10 over to the right hand side. So that's negative. 10 A. Busted. So a question one.

Invest question. We get two plus over a minor question over ate my next. It would have been 10. We've got more Piper, everything by a my mystery to get rid of fractions. So that becomes, too, to record eight my history. Plus because so that is to a minus six plus three. So if I move over by the numbers and moved over, so that means a because, too three and that's it.

Okay, So in this question, were given to quest over my books too. Hey, over my being Ministry. Off site. So that becomes too back in my story. Plus three opposed to it. That means to Burkett. But that's 2896 posted a my mystery. Or then I'm gonna move the over and sure, we're that close to three. But we know brown the bottom of my fresh in here. The A cannot produce three, so there is no solution.


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