#Using Functions to Model Real Change

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severe dew
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I need help to learn this material.

clever oliveBOT
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past axle
severe dew
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A: y = 2x + 3?

past axle
severe dew
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would that be the function?

past axle
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That's a function in X

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So y=f(X)

severe dew
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So, f(x)=2x+3 would be my answer.

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for a.

past axle
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For the first one, yea

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B is a bit simpler

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And easy to get done with

severe dew
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Would it be g(x)=2x-6 or f(x)=2x-6

past axle
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F

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F(X)

severe dew
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Why would the F change to G?

past axle
severe dew
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I mean in general.

past axle
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It can though, doesn't make much diff

past axle
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You can still use f(x) since it acts as y axis

severe dew
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Ok, I understand now.

past axle
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Yea

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C is quite simple as well

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Just visualise it

severe dew
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Do I just type "it has to become a reflection?"

past axle
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It's not a reflection

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Youll have to rotate it about the point of intersection

severe dew
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"It would have to rotate counter-clockwise by 1.5 units?"

past axle
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Btw

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B is -2x-6

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Since the slope is negative

severe dew
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Thank you for spotting that out.

past axle
past axle
severe dew
past axle
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You'll get it by reflecting line A on the line perpendicular to X axis and passing through the point of intersection

severe dew
past axle
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Line a is red line

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B is blue like

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B is achieved by reflecting a on green line

severe dew
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How does this help me achieve my answer in question C.

past axle
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"A can be converted into B by reflecting a on a like perpendicular to the horizontal X axis and the line has to pass through the point of intersection of line A and line B namely
(-9/4, -3/2)

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Thank me later

severe dew
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I'm very sorry, but I cannot thank you. I am grateful you have answered my last question but, I have learned literally nothing.

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Thank you, for you time though.

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+close