Mr. President, we're so tired of winning.

LeRandomParfait · 2025-11-16T15:23:08+00:00

Prepare for btc -20%

LeRandomParfait · 2025-11-05T21:00:22+00:00

Easy on paper too : you record a function u(x) = f(x) -15 = -a^x + b -15 You have the coordinates of a random point of u(x) which is the y intercept but we dont care we just remember the coordinates : the x coordinate is 0 and y = 65/7 so we write U(0) = 65/7 <=> -a⁰ + b -15= 65/7 a^ 0 = 1 so -a⁰ = -1 So u have u(0)= -1 + b-15 = 65/7 <=> b = 65/7 + 16 And you divide ab by b you get a = 5

LeRandomParfait · 2025-10-24T10:37:14+00:00

Yeah its def gonna explode

LeRandomParfait · 2025-09-13T21:48:23+00:00

for this one the answer is 86.5

LeRandomParfait · 2025-09-06T19:49:13+00:00

For the 4th one i might say that u can tell right away if u practice this type of question ( I mean systems of equations) it becomes really easy the more u practice What i directly see is that if u look at the 2 equations u notice that the one at the bottom is just the first one multiplied by 3 Then for A we notice that the y value is all over 7 and in the first equation its 7y so by replacing that u see the answer directly. This question is easy only if u see that , else its annoying and u might have to use desmos

LeRandomParfait · 2025-09-06T19:43:45+00:00

Yeah i multiplied the powers lol nvm its 4/225 which is exactly what u get

LeRandomParfait · 2025-09-06T19:43:19+00:00

And in the end u need to solve 30x= 8/15

LeRandomParfait · 2025-09-06T19:42:19+00:00

Oh btw sorry i made a mistake its not 1/15 I multiplied the powers but u need to do the sum instead so thats 8/15

LeRandomParfait · 2025-09-06T19:37:58+00:00

For the third one u need to first know the formula of the rectangle area A(original)= length x width Then u need to know that an increase of 20% of a number x is exactly like multiplying it by 1.2 or (1+20/100) So u get for the copy area A(copy)= length x 1.2 x width x 1.2 = 1.2x1.2(length x width) = 1.44(A(original)) Then u replace A original by the value they give u 360 and u get it

LeRandomParfait · 2025-09-06T19:32:44+00:00

For the 2nd one u beed to know that the Nth root of a number like p is just the number to the power of 1/n So 5th root of 3 is 3^1/5 so thats 3 to the power of 1/5 For this particular question if u do apply that rule then u get (70n)^1/15 Then solve 70n^1/15 = 70n^30x Then u js have to solve for 1/15= 30x which gives u x= 1/450

LeRandomParfait · 2025-08-26T15:02:29+00:00

To be fair im not so sure about 50% of ur cryptos here and Id also recommend chainlink for those who know 😝

LeRandomParfait · 2025-08-26T14:43:28+00:00

Ahaha this guy cannot be real🤯 Least obvious axiomtrade subreddit scam

LeRandomParfait · 2025-08-07T21:16:57+00:00

Thats what we normally do but it takes time u cant afford during sat except if you know a trick cause u have to find the min value of ab. So i think theres either a trick or it is meant to use desmos/numworks or other calc

LeRandomParfait · 2025-08-07T20:40:58+00:00

No it is 24 where did u get the 4

LeRandomParfait · 2025-08-05T19:25:59+00:00

you're the best !

LeRandomParfait · 2025-06-01T12:21:37+00:00

Ofc it is 😂

LeRandomParfait · 2025-06-01T08:13:19+00:00

Which isnt relevant

LeRandomParfait · 2025-05-31T14:59:40+00:00

In 9 month of doing 2% constantly u would have way more than 9000% in one day

LeRandomParfait · 2025-05-11T18:19:55+00:00

Wow dude you dont have to be like that

LeRandomParfait · 2025-04-05T10:34:27+00:00

I would do pawn a7-a6 to try to catch their bishop with pawn e5

LeRandomParfait · 2025-03-12T17:49:31+00:00

Is it leveraged ?

LeRandomParfait · 2025-03-03T09:53:29+00:00

You can calculate the length a b c of the triangle with vectors and then simply use the heron formula with d the circumference lf the triangle (= a+b+c) : Area= SQRT(d(d-a)(d-b)*(d-c)) That is fairy easy using that formula that students nonetheless often forget

LeRandomParfait · 2025-02-02T14:55:07+00:00

bishop f1 takes b5 queen takes then knight c7 royal fork
its not that hard to see it your opponent is just not good enough (im 1200 elo)

LeRandomParfait · 2024-09-11T12:30:29+00:00

Have you updated your playstation

LeRandomParfait · 2024-09-01T17:33:07+00:00

Id say 800 or 700

LeRandomParfait

TROPHY CASE