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LO Wai Yip
เข้าร่วมเมื่อ 29 ต.ค. 2011
Application of definite integral - Solid of revolution by rotating about a horizontal line y = k
Application of definite integral - Solid of revolution by rotating about a horizontal line y = k
มุมมอง: 12
วีดีโอ
Application of definite integral - Volume of solid revolution involving 2 functions
มุมมอง 1119 ชั่วโมงที่ผ่านมา
Application of definite integral - Volume of solid revolution involving 2 functions
Application of definite integral - Solid of revolution about the y-axis
มุมมอง 2219 ชั่วโมงที่ผ่านมา
Application of definite integral - Solid of revolution about the y-axis
Application of definite integral - Solid of revolution about the x-axis
มุมมอง 2119 ชั่วโมงที่ผ่านมา
Application of definite integral - Solid of revolution about the x-axis
Application of definite integral - Area under the graph
มุมมอง 1321 ชั่วโมงที่ผ่านมา
00:00 Introduction from an example 07:38 Derive the formula 09:06 Area of the plane figure bounded by x-axis 10:04 Basic example 11:26 Cutting the shaded region into 2 parts 15:32 Shaded region below the x-axis 16:41 Separate the shaded region by the x-axis 18:38 Area of the plane figure bounded by y-axis 19:30 Basic example 20:50 Area of the plane figure bounded by 2 curves horizontally 22:14 ...
Application of Indefinite integral - Finding equation from the given slope of tangent
มุมมอง 2121 ชั่วโมงที่ผ่านมา
00:00 Revision 01:06 Application of Integration 02:17 Finding equation of graph 04:18 Finding equation of graph and equation of tangent 07:30 Application of indefinite integral and minimum point 12:09 Application of indefinite integral and point of inflexion 22:10 Application of indefinite integral, checking increasing function and point of inflexion #indefinite_integral_lwy
Definite Integral - Periodic Function
มุมมอง 3121 ชั่วโมงที่ผ่านมา
Definite Integral - Periodic Function
Definite Integral - More about examples about even function and odd function
มุมมอง 3921 ชั่วโมงที่ผ่านมา
Definite Integral - More about examples about even function and odd function
Definite Integral - The substitution of a - x
มุมมอง 35วันที่ผ่านมา
Definite Integral - The substitution of a - x
Definite Integral - Even and Odd function
มุมมอง 3314 วันที่ผ่านมา
Definite Integral - Even and Odd function
Definite Integral - Trigonmetric Substitution and its application
มุมมอง 4614 วันที่ผ่านมา
Definite Integral - Trigonmetric Substitution and its application
Definite Integral - Integration by part
มุมมอง 3014 วันที่ผ่านมา
Definite Integral - Integration by part
Definite Integral - different way of method of substitution
มุมมอง 2121 วันที่ผ่านมา
Definite Integral - different way of method of substitution
Definite Integral - Method of Substitution
มุมมอง 3121 วันที่ผ่านมา
Definite Integral - Method of Substitution
Definite Integral - Trigonometric Functions
มุมมอง 2921 วันที่ผ่านมา
Definite Integral - Trigonometric Functions
Definite Integral - Reverse process of differentiation
มุมมอง 6721 วันที่ผ่านมา
Definite Integral - Reverse process of differentiation
Trigonometric substitution of Integration
มุมมอง 843 หลายเดือนก่อน
Trigonometric substitution of Integration
Example of checking arithmetic sequence 01
มุมมอง 333 หลายเดือนก่อน
Example of checking arithmetic sequence 01
2024S5M2EOYQ09 Trigonometry other identity
มุมมอง 313 หลายเดือนก่อน
2024S5M2EOYQ09 Trigonometry other identity
king's theorem
最尾果條將(x-2)變做(x+1-3)快好多
Thank-you, this is very interesting. I study descriptive geometry through orthographic projection. You say that line AB is perpendicular to any line in plane pi. Should we clarify this statement by saying that AB is perpendicular to any line in plane pi that passes through point B, the foot of the perpendicular from A ? We cannot say that AB is perpendicular to any line in plane pi that does not pass through point B can we?
@@zoeswan6940 yes thanks for clarification
Thankss❤
Q15: y= 256x^(-8/3)
Thx
how to calculate modulus with FX-50FH?
lower quartile=14 upper quartile=16 inter-quartile range=16-14=2
👍👍
😂
其實咁簡單既題目應該教返正確步驟唔應該教代數
之前有其他類似題目教左一般做法
hi , can i have a formula of solving the equation with only one unknown ?
2002,我改左part b 少少,太經典了
無記錯係2003 pure pp 題目
Thanks!
老師你好,請問題目中給定VC 垂直plane ABC代表什麼意思?
代表VC垂直平面ABC上的任何一條直線
In the last question, x ≠ 1
Q(13)(a) 要唔要解釋埋x-intercept 或 y-intercept不相同,所以沒有相交點?
yes, thanks
16:42 7b Let x = y^nm
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1(k) the answer should be 3(2x+7)[sin(x²+7x)]^(1/2)cos(x²+7x)/2
20:23 The red part should be -1/2x^(3/2) 26:07 f(t) = 2t^2+2/t^2+12 f'(t) = 4t -4/t^3 f'(1/2) = 4(1/2)-4/(1/2)^3 = 2 - 32 = - 30
30:00 Should be 800
03:07 The answer should be -2
Q3(b) Should be 106240
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Mr Lo又靚仔心地又好,多謝哂 但係我炒咗😢
貼堂留言
盧sir 我愛死你 希望今次ut可以攞到好成績!
LOWI sir 又靚仔有好人🎉 必須合格😂
+1
Mr Lo 又靚仔心地又好 多謝晒❤️ 最可惜我份卷冇滿分 得90幾%
呢d留言唔錯,要貼堂。(明顯經過本人呼籲下而留言)
Hi❤❤❤
(v). ln((1-sqrt5)/2 need reject
15:07 Q54 update: surface area of R =(2x+3)(x-1) =2x² - 2x +3x - 3 =2x² +x - 3
勾起我兒時回憶,當時冇電腦,連計算機都用來寫 progam
More m2thx
14:30 the first class mark should be 90.5, not 80.5.
20:43 theta = 90 degrees should be rejected 32:41 x/2=210 degrees
. d f '(x) Note that ------- ln [ f(x)] = ---------- dx f(x)
how do you find the iqr on it ? thankyou
The definition of lower quartile and upper quartile varies in different contexts, so it is not trivial to find IQR using a calculator directly
00:00 Q01 00:55 Q02 01:46 Q03 02:43 Q04 04:40 Q05 07:43 Q06 10:02 Q07 12:03 Q08 sum of exterior angles 14:53 Q09 16:27 Q10 18:42 Q11 22:44 Q12 24:28 Q13
00:00 Q1 01:10 Q2 04:22 Q3 06:34 Q4 08:54 Q5 11:10 Q6 13:31 Q7 17:52 Q8 21:26 Q9
00:00 Q1 00:56 Q2 02:41 Q3 04:28 Q4 06:12 Q5 09:44 Q6 13:28 Q7 16:38 Q8 21:23 Q9
00:00 Q1 01:47 Q2 02:31 Q3 06:59 Q4 08:43 Q5 11:10 Q6 12:18 Q7 14:15 Q8 16:09 Q09
33:29 It should be 3^-8, not 3^-10 33:54 It should be 354292/9, not 354292 39:30 The answer is 24532
最後(bi)個題perimeter 應該係2(p+q)=m
yes, thanks so much
why dont use sum of root and product of root
Your method is also workable
Sir you are the best I am TZEUTONG darielle F3a thank sir
Thank you so much
ADADCBDACC
00:00 MCQ01 Basic Arithmetic 01:40 MCQ02 Angles in Parallel lines 03:03 MCQ03 Area of Polygon 04:47 MCQ04 Maximum Absolute Error 06:05 MCQ05 Index 07:20 MCQ06 Degree of Polynomial 08:05 MCQ07 index 09:45 MCQ08 Expansion of Polynomial 13:14 MCQ09 Identities 15:24 MCQ10 Percentage Error 16:49 Section B 21:54 C01 Linear equation 26:03 C02 Percentage (Part and Whole) 29:09 C03 Percentage (Profit and Loss) 31:54 C04 Error EYA 34:18 C05 Expansion and Simplification 37:34 C06 Index 39:23 C07 Factorization by Grouping 42:35 C08 Finding constants from Identities 46:35 C09 Prove or disprove Identity
00:00 paper 00:14 Q1 01:26 Q2 02:43 Q3 09:20 Q4 16:15 Q5