A coordinate grid with 2 lines. One line, labeled f(x) passing through (negative 2, 4), (0, 2), and the point (1, 1). The other line is labeled g(x) and passes through (negative 3, negative 3), (0, 0) and the point (1, 1). Which input value produces the same output value for the two functions on the graph? x = −1 x = 0 x = 1 x = 2
Welcome to QuestionCove! So your question says that the first line passes through the points (-2, 4), (0, 2), (1, 1) The second line passes through (-3, -3), (0, 0), (1, 1) We don't have to even do much work since they themselves gave us the point that both lines intersect at. What point do both lines have in common? Remember, points are written as (x, y) x is our input y is our output So what is the input that gives us the same output in both lines? realize that an input that gives us the same output in both lines is where the two lines intersect. So if you say a graph of it, this would be the point at where they cross. Let me know if you understood that or if you need more clarification! I'd be more than happy to explain further or check your work/answer.
Were you able to make any progress? @payton
no not really, i wish you would just explain it easier and more simple.
Ah of course. Thank you for responding. So let me know if you understood this A line is made up of at least two points. If you have two points, you can draw a line through it. So a line is made up of a bunch of points Now I'm sure you've seen graphing paper and you draw the x-axis and y-axis to draw a line So the points are like (x, y) So for example if we have (2, 3) That would be 2 units to the left on the x-axis and three units up on the y-axis You can play around with www.desmos.com/calculator And plug in (2, 3) and see where it falls
Let me know if I lose you and where I lose you! So basically a line is made up of a bunch of points The x-axis is the horizontal line The y-axis is the vertical line And we number those axis with 1, 2, 3, and so on Now when we're writing a point, we write it in the form of (x, y) x is our input number, y is our output Because if you think about any equation, we use these letters (we call this a variable in math, because we can plug in any number into x (the input) and get a value for y (our output))
So for example, this is unrelated to your question we could have an equation like y = 5x + 4 If I tell you x is 3 Then you can plug that in and get (5*3)+4 = 15+ 4 = 19 So y = 19 when x = 3 So y is the number that we get out when we input a number for x
are you a real person?
Haha I'm a human on this other side. (((:
hahah
Are you able to follow what I'm saying?
yes
are you a teacher??
Are my explanations that tough to understand or am I doing a really good job? 😂😂
I'm actually just a college student :)
no im just slaow and its harder for me to understand things
oh cool
Yeah it's sometimes harder to explain things just through text compared to in person with a piece of paper and a pen
yes
so is this what you do all day long?
oh dear Lord, no I'd get a headache if I was answering math questions all day long I was once like you, needed help on a math question many years ago and so I stumbled upon a site similar to this that has since closed and this website has replaced it And math is my strong suit so I just help people like yourself who are struggling a little :)
what college level are you at?
That will show you a graph for your question Do you see how there's two lines? You can even see the points Do you see where they cross each other, where they "intersect" Now your question is really really simple It just wants to know what input value produces the same output value for both the lines It looks really scary but when you understand it, it's very simple. All it's asking is Where do the lines meet? What is the x-value of the lines where they meet Remember the point where they both cross each other What is the x-coordinate of it
are you set @payton
yeah i passed it
thx
Of course, no problem!
ur the best
the answer is 3
thank you :)) if you ever stumble on any other question, feel free to post it and we can take a look at it
that's wrong and not even an answer choice 😂
i was close
but not close enough
lol
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