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[-/1 Points]DETAILSLARLINALG8 1.1.055_MY NOTESASK YOUR TEACHERPRACTICE ANOTHERSolve the system of linear equations. (Enter your answers as comma-separated list; If ...

Question

[-/1 Points]DETAILSLARLINALG8 1.1.055_MY NOTESASK YOUR TEACHERPRACTICE ANOTHERSolve the system of linear equations. (Enter your answers as comma-separated list; If there is no solution, enter NO SOLUTION_ If the system has an infinite number of solutions set and solve for X, Y, and in terms of t.)2w(Y'2, W)Need Help?Dai"hch=

[-/1 Points] DETAILS LARLINALG8 1.1.055_ MY NOTES ASK YOUR TEACHER PRACTICE ANOTHER Solve the system of linear equations. (Enter your answers as comma-separated list; If there is no solution, enter NO SOLUTION_ If the system has an infinite number of solutions set and solve for X, Y, and in terms of t.) 2w (Y'2, W) Need Help? Dai "hch=



Answers

Solve the following system for $s$ and $t$ $$ \frac{-1}{1-2} $$ Hint: Make the substitutions $1 / s=x$ and $1 / t=y$ in order to obtain a system of two linear equations.

Let's begin by distributing P to both terms. Underside with us have P since P. Times one is p plus p. Times are times T This is all equal to a next subtract P P minus p a zero Unless it drops out, we now have a minus. P equals he times are times t. We're trying to isolate t, so divide both sides by p times are PR vibe appears one and one times t is t Thus we have isolated t We have a minus p divided by p times are equals t.

Okay, so you're asked to write the form career particular social Y P of X. I assume that this is equal to Y p of one. That's why paeans to and let's say, why have one that people to a export speak my p of too. That's equal to see each and they have X based on these two. Okay, if we put this in to it Online calculator, we get that y vex. We could do one. When it's experts eat your experts. See one? Yeah, a negative one over two times one plus square root of five x plus c two incident 1/2 wanna close square root of five x So we know that one minus experts You tonight with negative activity to a X force. Be fussy, eating your ex. Is it equal to a particular? Based on this, we can see that a is able to lift one. He's able to one and see if you go to one

We're solving for W. Let's begin to isolate this by subtracting two l from both sides to l minus two. L is zero. So now we have p minus two L on the left hand side equals two w on the right. Next, we need to divide everything by two. Two Divided by two is one and one times w was just w So now we have p over to minus two l over to to divide by two is just one, so this can also be canceled out. Thus, we have p over to minus l equals W that.


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