SCZ Math&Add Math
Open in Telegram
This channel will share lots of quizzes and some useful tips for math and addmath
Show more4 463
Subscribers
No data24 hours
-167 days
-5130 days
Posts Archive
4 463
Chemistry SPM 2021
(Is this question really related to biology? I not take bio, just curious😅)
4 463
1 more thing, if uoll have any younger brother/sister or cousin or friends which are form 4/5 now and taking math/addmath, then can invite them to join my channel so that later I have more energy to share and create lots of useful materials🤓
4 463
Thanks for supporting my channel throughout this 6 months. So I decide to give this "angpao" to the first 30 subscribers. Dont think addmath anymore, focus to next paper, good luck😊
4 463
There are 2 geometric progressions, A and B. The first term of progression A is 8 while the first term of progression B is 4. The sum to infinity for this two progressions are same. The sum of third term for progression A and B is ⁹/₄. The tenth term of progression A is negative term.
A student states that the sum of first 4 terms for progression A is larger than the sum of first 4 terms for progression B.
Is the statement of this student correct? Give your justification by using calculation.
The progression question is like this?👆
4 463
Last Reminder
1) Paper 1 normally will come
out every chapter except
F4C9 and 10, F5C7 and 8
2) If a value need to be
rounded off, then my
suggestion is
Angle: i) degree, 2 d.p.
ii) radian, 4 s.f.
Ringgit: 2 d.p.
Area/Length: Dont care,
more accurate is better, but
in final ans can round off to 2
d.p.
3) If you all want to avoid any
careless mistake, can do
method of check and reflect
(sub the ans into the
question again)
Ex: P(Z>a)=0.2, find a.
After obtaining a=0.842,
then sub 0.842 into
P(Z>a)=0.2. Then
P(Z>0.842) is exactly
equal to 0.2. So a=0.842 is
true.
4) If stuck or no idea in a
particular question or
working more than 20
seconds, just skip that
question
5) Paper 1 NORMALLY/MAYBE
harder than Paper 2. So if
paper 1 not perform well,
then paper 2 maybe can
escape you.
6) For proving, if you have ever
seen the particular proving,
then that proving is a bonus
question, else, that's a kbat
question
Anyway, good luck to every spm candidates for addmath tomorow. Always remember that baseline for addmath will be dropped and no need to tension. Get enough sleep so that you all can have a great performance during addmath exam😊
4 463
A random variable X is normally distributed with X~N(μ, σ²). Given that P(lZl>a)=²/₃P(lZl<a). Find the value of a.
4 463
A random variable X is normally distributed with X~N(μ, σ²). Given that P(lZl>a)=²/₃P(Z<lal), find the value of a
