Can someone help for medal and fan?

- anonymous

Can someone help for medal and fan?

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- schrodinger

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- anonymous

Based on the graph below, what are the solutions to the equation f(x) = g(x)?

##### 1 Attachment

- anonymous

So do you know what a solution is?

- anonymous

The solution is the points of intersection

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## More answers

- anonymous

Theres multiple points where they intersect, which one do I pick?

- anonymous

Thanks camacho

- anonymous

Put it back up

- anonymous

I dare you

- anonymous

Its all good got a screenshot

- anonymous

@Lyralei can you continue to help?

- anonymous

Ok so when the function crosses the x-axis is one solution there could be more than one though

- anonymous

Alright.

- anonymous

Sooooo camacho what brings you to this wonderful thread?

- anonymous

idk

- anonymous

@taylorz115820

- anonymous

Yes?

- anonymous

Are you done?

- anonymous

With?

- anonymous

Helping me with this question

- anonymous

Camacho are you on this question?

- anonymous

I told you how to do it overtime the function touches the x-axis that is a solution

- anonymous

But which line is the function? Is it the quadratic function your talking about or the linear function?

- anonymous

Which function are you talking about?

- anonymous

Both of them

- anonymous

The fact that you keep switching from my question to others is really bugging me considering how long it takes for you to reply to me so I'll just give you a medal. Thanks for the help

- anonymous

I got the answer now

- anonymous

What did you get?

- anonymous

g(x) should be -2, 2 and 3

- anonymous

f(x) should be -2.5

- anonymous

I put x=-2, 2, 3

- anonymous

thats for g(x)

- anonymous

f(x) is -2.5

- anonymous

So would it be x=-2.5, 0.8, 3

- anonymous

Where did you get .8 and 3 for f(x)

- anonymous

It's just part of the answer choice.

- anonymous

x = -3, 0.8, 4
x = -1.9, 0.8, 4.1
x = -2, 2, 3
x = -2.5, 0.8, 3
These are the answer choices.

- anonymous

I am not sure if they are asking for the actual solutions to each equation or the solutions of both equations together

- anonymous

maybe ask a moderator

- anonymous

@iambatman Can you help him I am confused

- anonymous

Well I chose the third option since its actually true

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