絕對可以，除非題目指定了某種方法。Marking Scheme 中有以下指示： It is very important that all markers should adhere as closely as possible to the marking scheme. In may cases, however, candidates will have obtained a correct answer by an alternative method not specified in the marking scheme. In general, a correct answer merits ALL THE MARKS allocated to that part, unless a particular method has been specified in the question. Markers should be patient in marking alternative solutions not specified in the marking scheme.
呢個方法比起學校教嗰個冗長嘅方法好太多了，很受用，謝謝！！！
Be creative! 數學題往往都有很多不同的分法去解決。
簡單易明🙀
thank you very much!!!教得好清晰！！
真係好清晰
寫出方程:
log8^y=-1/3·log4^X+1
=-1/6·log2^X+1
利用結果還原方程的形式:
y=AX^K
log8^y=log8^A·X^k
=K·log8^X+log8^A
=k/3·log2^X+log8^A
前後系數比對:
K/3=-1/6，K=-1/2
log8^A=1，A=8
所以
y=8X^-1/2
嘩唔同演繹，各有優越👍👏😜
thxxx
(32).
log3^y=2x+4
Y=3^(2x+4)
Y=(3^4)(3^2)^x
因為，Y=mn^x
所以，n=3^2=9
thanks!
1:06 個動畫點整？好正，我想學!
相信你會失望了，這動畫是用 Powerpoint 做的。
PPT高手
就咁寫就得？會唔會扣 step分？
如果個index 是negative 例如9的-4
很好，超清楚
6:36 難道有工商？😂
我想請問下，點解n二次=81，n唔係應該=正負9咩
當處理 y=a^x 的圖像時，a 必定是正數。否則它根本不能產生一條連續的線。
你可以試下按計數機。 (-2)^3 得到 -8，但 (-2)^3.5 會 error。
good video
'
如果用最後一個方法會唔會扣分
想問y-0=-2（x-4）係咩黎
直線方程
thinks！
卷一都可以代點嗎?
絕對可以，除非題目指定了某種方法。Marking Scheme 中有以下指示：
It is very important that all markers should adhere as closely as possible to the marking scheme. In may cases, however, candidates will have obtained a correct answer by an alternative method not specified in the marking scheme. In general, a correct answer merits ALL THE MARKS allocated to that part, unless a particular method has been specified in the question. Markers should be patient in marking alternative solutions not specified in the marking scheme.