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how people even invent those hard geometry problems?

#11

As we can clearly see Reddit is a superior platform with superior users except for maybe Thalasso

As we can clearly see Reddit is a superior platform with superior users except for maybe Thalasso
#12

@vitamin_water said in #11:
I disagree but this is topic, about math so I don't care about arguing over reddit

@vitamin_water said in #11: I disagree but this is topic, about math so I don't care about arguing over reddit
#13

you seriously like lichess over reddit?? hahaha that's crazy but yeah whatever floats your boat

you seriously like lichess over reddit?? hahaha that's crazy but yeah whatever floats your boat
#14

ALL OF YOU ARE LIKE 200x BETTER AT MATH THAN ME
although i guess it is logical bc i'm only in 6th grade math

ALL OF YOU ARE LIKE 200x BETTER AT MATH THAN ME although i guess it is logical bc i'm only in 6th grade math
#15

@Damkiller25 said in #1:

sorry for google translation, but my original textbook is written in polish.
I have genuinely no idea how people do it?
imgur.com/a/9ZneJpF
476.
(0-7) We consider all rectangles whose two vertices lie on the segment AB, where A = (-1, 4) and B = (1, 4), and the remaining two on the parabola with equation y=2x+2 (see the figure). Determine the dimensions of the rectangle with the largest area. Calculate this area
482.
At what point of the parabola with equation y=x2-1 should we draw a tangent so that the triangle bounded by this tangent and the coordinate axes has the smallest area?

I given those problems as example.
So solution for question 2:

@Damkiller25 said in #1: > sorry for google translation, but my original textbook is written in polish. > I have genuinely no idea how people do it? > imgur.com/a/9ZneJpF > 476. > (0-7) We consider all rectangles whose two vertices lie on the segment AB, where A = (-1, 4) and B = (1, 4), and the remaining two on the parabola with equation y=2x+2 (see the figure). Determine the dimensions of the rectangle with the largest area. Calculate this area > 482. > At what point of the parabola with equation y=x2-1 should we draw a tangent so that the triangle bounded by this tangent and the coordinate axes has the smallest area? > > I given those problems as example. So solution for question 2:
#18

(the graph is just a rough sketch, please don't say it doesnt match the points...)

(the graph is just a rough sketch, please don't say it doesnt match the points...)
#19

@Mapleshade101 said in #14:

ALL OF YOU ARE LIKE 200x BETTER AT MATH THAN ME
although i guess it is logical bc i'm only in 6th grade math
it is litterally high school problem for polish people at extended difficulty.
proably in USA it would be for college problems/

@Mapleshade101 said in #14: > ALL OF YOU ARE LIKE 200x BETTER AT MATH THAN ME > although i guess it is logical bc i'm only in 6th grade math it is litterally high school problem for polish people at extended difficulty. proably in USA it would be for college problems/

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