mx1 and mx2 questions thread (PLEASE STAY ON TOPIC FOR JSUT THIS THREAD PELAS PELASE PEALSEPE) (1 Viewer)

synthesisFR

しゃけ
Joined
Oct 28, 2022
Messages
4,309
Location
Getting deported
Gender
Male
HSC
2023
Screen Shot 2023-09-03 at 8.52.31 pm.png
For this its its C because like initially u do the range of the x thing
so then (x-1) is between -pi/2 and pi/2 and for that cos is is positive so u just take the postive version?
 

synthesisFR

しゃけ
Joined
Oct 28, 2022
Messages
4,309
Location
Getting deported
Gender
Male
HSC
2023
cus x = arcsint +1
so (x-1) is arcsint which is between -pi/2 to pi/2
so then cos (x-1) is postive in that range
so when u sub in sin(x-1) from parametric into y, and simplify, and u get an absolute value u just take the postive version?
 

carrotsss

New Member
Joined
May 7, 2022
Messages
4,780
Gender
Male
HSC
2023
well its common sense like its removing 15% of x per one t i dont rlly see how itd be anything else

what paper is this from
 

SadCeliac

done hsc yay
Joined
Sep 23, 2021
Messages
3,110
Location
Sydney <3
Gender
Male
HSC
2023
GUYS GUYS GUYS WHAT IS THE QUICK WAY TO SOLVE QUESTIONS?????

4u grammar 2021
Screen Shot 2023-09-03 at 9.14.52 pm.png

answer is B
 

carrotsss

New Member
Joined
May 7, 2022
Messages
4,780
Gender
Male
HSC
2023
GUYS GUYS GUYS WHAT IS THE QUICK WAY TO SOLVE QUESTIONS?????

4u grammar 2021
View attachment 39578

answer is B
for statement I and II, the limits have an equal length in the positive and negative quadrants, so if u draw it out, for them to be equal to 0 the integrals must be odd functions. I clearly isn't odd by virtue of having an x^2, in II the sec^3 and tan^2 are both even functions and only the remaining tan is an odd function, so an even*odd function = odd function therefore II is true. then its just logic for cos^3, cos has an x intercept at pi/2 so it makes sense that the positive and negative halves would cancel out. hence B
 

SadCeliac

done hsc yay
Joined
Sep 23, 2021
Messages
3,110
Location
Sydney <3
Gender
Male
HSC
2023
go away math advanced student
latin ext student*

but let's stay on topic

GUYS GUYS GUYS WHAT IS THE QUICK WAY TO SOLVE QUESTIONS?????

4u grammar 2021
View attachment 39578

answer is B
@carrotsss ^^ you have a shortcut for this?

EDIT THANKS CARROTS
for statement I and II, the limits have an equal length in the positive and negative quadrants, so if u draw it out, for them to be equal to 0 the integrals must be odd functions. I clearly isn't odd by virtue of having an x^2, in II the sec^3 and tan^2 are both even functions and only the remaining tan is an odd function, so an even*odd function = odd function therefore II is true. then its just logic for cos^3, cos has an x intercept at pi/2 so it makes sense that the positive and negative halves would cancel out. hence B
 

Users Who Are Viewing This Thread (Users: 0, Guests: 1)

Top