Graphing and determining the inverse of a function

[@Xardas_]

Small correction : The inverse should be y = 3/2x -3

[@cheefqueef9732]

yeah

[@Top10DailyWildlife]

that was driving me insane!!

[@WavesAndParticles1901]

I was also looking at how he came to 3x over and over again. Thank God it was answered in the comments. I thought I had completely missed something. No, no you didn't. He's wrong.

[@bigcrafty2852]

man really said who cares at 2:00

[@Chris-ck8yn]

on 1:32, there is something wrong with the answer. It should be y=3X/2-3.

[@JaysonPL]

yeah i knew there was something wrong

[@stephenamerak994]

Awesome video once again, Mr. McLogan!:) I did notice, however, that at the beginning that one of your calculations was a tad bit off. I’m assuming you meant “y=3/2x-3.” I can understand that you might’ve been tired and missed that:) Warmest regards and thank you so much for the video 🤗🤗🤗 You’re awesome!:)

[@hwang_kimi9169]

Thankyou so much sir! without you I'm not able to answer my modules,,god bless you❤️

[@godofgamers3884]

How did you get y=3x-3 ?

[@myeongaefirefighter]

by reducing fraction it should be 3x -6/2 right? we can reduce the -6/2 one more time to -3/1 cause -6 divide by 2 is -3

[@xxTAARGUS]

@@myeongaefirefighter I think he means what happened to the 3/2x

[@samlopez3995]

@@ανασυ (3/2) * x, 3/2 * -2. It's y = 3/2x - 3

[@christianrivera4247]

Thank you so much I've been studying all day for my Pre- Calc midterm tomorrow!!! This helped so much

[@SioFau]

Life saver!!🥺✊🏻❤️

[@africiadone9882]

Well yeah

[@iamkaroru1928]

it should be y-1 = 3/2(x-2)

[@Iuvinsanity]

graduating in 1-2 weeks, mind blowing how long ago this was posted and how many ppl around the world have been here before lol!

[@xxTAARGUS]

What happened to the 3/2x ?

[@nise9894]

f(x) = x⁹ How? This does not have an inverse function, right? So the inverse function does not exists? Or am I wrong?

[@katrinapantony9391]

I think he forgot to multiply three to get 3x-6/2 instead he got 3x-3/2...also forgot the 2 denominator pretty sure he got excited and rushed his thinking process lol. I don't know though I could be wrong

[@brianmclogan]

thank you

[@nagihiro1382]

I was doing homework and i just got the same inverse for y=(x+3)/3 and I was even more confused like can more than two equations have the same inverse equation??

[@MrJBC-bv7ob]

For some reason the first example was the same problem I was trying to solve.

[@denielkailabine6614]

b = y intercept 2/3 = positive up two Right Side 3

[@denielkailabine6614]

Y jntercept = 2

[@denielkailabine6614]

m = slope

[@derinazad8376]

Well done

[@tashifhanif2981]

BLUNDER. the inverse of y=2/3x+2 is y=3/2x-3 , not just 3x-3

[@kumelhasni1994]

no, he did it right

[@delaneybillo4994]

Nerd

[@tsurek]

The correct answer is y=3/2x-3. Plug into the original and you get x.

[@jimmyhuynh5147]

yeah i realised he did a mistake

[@ανασυ]

Look the exponent dude you cannot just divide 3x to 2 cause the exponent or degree of 3x is 1 while the exponent of 2 is 0 they are not same degree

[@jacktoth111]

When I graph y=2/3x+2 , y=3x-3 , and y=x on my calculator they do not reflect over y=x. What am I doing wrong?

[@a.hassanbarrie8439]

inverse is y = (3/2)x -3 . The 2 should not be cancelled for the x coefficient only for the constant (2).

[@johnwrocenski7430]

3/2 x

[@Cristiano_2026]

1:24 you are not right

[@ricardorochin1196]

Waitminute my name is Ricardo

[@paulogouveia855]

Very useful

[@jyotimustapure3159]

Wrong answer. We don't get 3x-3

[@ανασυ]

3(x)=3x 3(-2)=-6/2=-3 So when you combine Y=3x-3

[@besttiktokclips6219]

You need to explain the steps better bud

[@aaronpowers2322]

Bud he is fine

[@faddygarcia1081]

WRONGGGGG