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【纪念当年的帖子(2010)】Add Maths功课讨论区
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发表于 23-4-2010 06:42 PM
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发表于 23-4-2010 07:40 PM
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then hoe to do ?
dollyeye 发表于 23-4-2010 06:42 PM
类似题目的回答 TIPs:
Step 1: 把资料画成图..
Step 2: 把 ratio 换成分数看:OC = 3CB
OC/CB = 3/1
OC : CB = 3:1 ---(1)
since OB = 4q, then from (1) OC = 3q; CB = q
* since S, E & B is collinear --> SE = h SB
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发表于 26-4-2010 02:39 PM
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1.Given a triangle OAB with —>OA=5a and —>OB=10b .D is the midpoint of OA and C is a point on AB such that ACB=4:1. M is a point on OC such that —>OM=nOC . Find the value of n if B,M and D are collinear. |
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发表于 26-4-2010 02:46 PM
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1. Given a triangle OAB with —>OA=5a and —>OB=10b .D is the midpoint of OA and C is a point on AB such that ACB=4:1. M is a point on OC such that
—>OM=nOC . Find the value of n if B,M and D are collinear .
2. A,B,C and D are four points in a Cartesian plane with O as the origin.Given —>OA=2i+7j , —>AB=-i+6j and —>OC=4/3AB.D is a point on AC such that AD=nAC.
(a) Find —>OB,—>OC and —>AC
(b)OD is parallel to DB, find the valu of n. |
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发表于 26-4-2010 02:47 PM
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1. Given a triangle OAB with —>OA=5a and —>OB=10b .D is the midpoint of OA and C is a point on AB such that AC : CB=4:1. M is a point on OC such that
—>OM=nOC . Find the value of n if B,M and D are collinear .
2. A,B,C and D are four points in a Cartesian plane with O as the origin.Given —>OA=2i+7j , —>AB=-i+6j and —>OC=4/3AB.D is a point on AC such that AD=nAC.
(a) Find —>OB,—>OC and —>AC
(b)OD is parallel to DB, find the valu of n. |
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发表于 26-4-2010 02:49 PM
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1. Given a triangle OAB with —>OA=5a and —>OB=10b .D is the midpoint of OA and C is a point on AB such that AC : CB=4:1. M is a point on OC such that—>OM=nOC . Find the value of n if B,M and D are collinear .
2. A,B,C and D are four points in a Cartesian plane with O as the origin.Given —>OA=2i+7j , —>AB=-i+6j and —>OC=4/3AB.D is a point on AC such that AD=nAC.
(a) Find —>OB,—>OC and —>AC
(b)OD is parallel to DB, find the value of n. |
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发表于 26-4-2010 02:49 PM
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发表于 26-4-2010 03:26 PM
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请教一题integration...谢谢
2
(x+1)(3x-2)/(2x^4) dx
-2
这里不能写那个符号...希望能看得懂 |
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发表于 27-4-2010 08:44 PM
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回复 442# 乙劍真人
我做高级数学时又遇到了问题,trigonometry的。。。
Given that sin a =k such that a is an acute angle, express cot a in terms of k.
说实在一句话,我完全不懂他问什么。。。 |
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发表于 27-4-2010 08:46 PM
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最近老师教完了trigonometric functions,做到有点晕。很难理解一下的,他的题目。。。 |
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发表于 27-4-2010 09:11 PM
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回复 乙劍真人
我做高级数学时又遇到了问题,trigonometry的。。。
Given that sin a =k such that a is an acute angle, express cot a in terms of k.
说实在一句话,我完全不懂他问什么。。。
哦.. 这个 pattern 的题目啊.. 把它换成图再跟着 A O H 来做就可以了..
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发表于 27-4-2010 09:27 PM
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我不知道它要的到底是什么 = =
请教一下...
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发表于 27-4-2010 11:20 PM
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回复 442# 乙劍真人
刚才你教我的,我看懂了。对不起,延迟答复因为网络出现问题。我这边有一题不会做,请帮帮我,谢谢。以下是我的题目。。。
Given that sin x = cos x such that 90<x<270, find the value of cot 1/2 x.
谢谢 |
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发表于 27-4-2010 11:21 PM
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发表于 27-4-2010 11:43 PM
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最近几天的网路好像怪怪的,超慢。。。。。 |
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发表于 27-4-2010 11:45 PM
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发表于 27-4-2010 11:46 PM
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Katie
卡帖 |
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发表于 28-4-2010 12:04 AM
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回复 456# harry_lim
我算到cos x 是-1,够力。真是错到离谱。 |
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发表于 28-4-2010 12:18 AM
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发表于 28-4-2010 12:23 AM
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回复 456# harry_lim
哈哈,谢谢你的好意。无论如何,我还是很感激你的帮忙。 |
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