Maths Extension 1 Predictions/Thoughts (4 Viewers)

[mhsctips2024_]

Leaked 14 a of 2024- dm for proof

Deleting in 2 hours

 

[mhsctips2024_]

Deleting in 2 hours

its real trust me Im nesa

 

[Hejjwheh23]

its real trust me Im nesa

 

[Hejjwheh23]

2020 Maths Extension 1 Sample HSC Q14a Find volume of solid of revolution of curve y=x-cos(x)

 

[mhsctips2024_]

nah its real i write the papers, im helping you

 

[Hejjwheh23]

nah its real i write the papers, im helping you

I just posted the screenshot of that exact question from a youtube video. U really got nothing better to do than to just try n troll people for no reason?

 

[mhsctips2024_]

I just posted the screenshot of that exact question from a youtube video. U really got nothing better to do than to just try n troll people for no reason?

nah this is the OFFICAL 2024 paper im nesa bro why do you think im lying

 

[Allan Mekisic]

Leaked 14 a of 2024- dm for proof

That question is from the sample extension 1 HSC paper NESA put out in 2020. It’s definitely not a leak!!!!

 

[mhsctips2024_]

That question is from the sample extension 1 HSC paper NESA put out in 2020. It’s definitely not a leak!!!!

why would i lie, i crafted this paper with my bare hands, trust its the 2024 paper, if its not ill give you all of my aura

 

[mhsctips2024_]

proof

 

[igor9]

wait so for binomial proofs whenever u see part (i) it's differentiation right, and whenever u see a fraction it's integration right like in part (ii)?

 

[mhsctips2024_]

View attachment 45427
wait so for binomial proofs whenever u see part (i) it's differentiation right, and whenever u see a fraction it's integration right like in part (ii)?

Thats trust in cases like this one

 

[mhsctips2024_]

Thats trust in cases like this one

But its can change sometimes but very rarely

 

[C2H6O]

View attachment 45427
wait so for binomial proofs whenever u see part (i) it's differentiation right, and whenever u see a fraction it's integration right like in part (ii)?

wait... wtf is that question bruh im so lost

 

[user1207]

wait... wtf is that question bruh im so lost

same, what paper is this from

 

[igor9]

same, what paper is this from

bro i was looking for something then suddenly the 2002 mx1 paper popped up and i looked at the last question, and this was the last question.

 

[igor9]

proof

good enough for me, aight guys it's a wrap the paper has been leaked

 

[lounjg]

is 2022 or 2023 the hardest new syllabus paper?

 

[skibidiohiorizz]

proof

ohio

 

[zackbekro123]

View attachment 45427
wait so for binomial proofs whenever u see part (i) it's differentiation right, and whenever u see a fraction it's integration right like in part (ii)?

you got worked solutions for this?