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October 24, 2025, 04:06:07 am

Author Topic: Help with Holiday Homework  (Read 5006 times)  Share 

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darkphoenix

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Help with Holiday Homework
« on: December 20, 2009, 03:19:52 pm »
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How would you:

Factorise over C

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TrueTears

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Re: Help with Holiday Homework
« Reply #1 on: December 20, 2009, 03:23:10 pm »
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Hint: Let

.
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darkphoenix

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Re: Help with Holiday Homework
« Reply #2 on: December 20, 2009, 03:43:22 pm »
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Hm any more help? hahah

« Last Edit: December 20, 2009, 04:02:30 pm by darkphoenix »
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TrueTears

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Re: Help with Holiday Homework
« Reply #3 on: December 20, 2009, 03:57:53 pm »
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From where I left off:







Try DOPS on the first factor and factorise the second one normally.
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darkphoenix

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Re: Help with Holiday Homework
« Reply #4 on: December 20, 2009, 04:06:16 pm »
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Alrite got it, thanks TT

EDIT: Got another question:

If is a zero of , find the other two zeroes.
« Last Edit: December 20, 2009, 04:35:58 pm by darkphoenix »
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TrueTears

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Re: Help with Holiday Homework
« Reply #5 on: December 20, 2009, 04:42:50 pm »
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is a factor.







Rest is trivial.
« Last Edit: December 20, 2009, 04:46:29 pm by TrueTears »
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darkphoenix

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Re: Help with Holiday Homework
« Reply #6 on: December 20, 2009, 04:50:49 pm »
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Wait so how did you get the answer after you divided by
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Re: Help with Holiday Homework
« Reply #7 on: December 20, 2009, 04:51:58 pm »
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Long division is used. I would use paint to show long division but my paint skills really suck.
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darkphoenix

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Re: Help with Holiday Homework
« Reply #8 on: December 20, 2009, 05:28:39 pm »
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Ah ok fair enough. How about a question on vectors:

A Hiker travels 3km north, then 4km west. How far is the hiker from the starting point? What is the bearing of the resultant displacement?

I've worked out the distance is 5km from starting point already.
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TrueTears

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Re: Help with Holiday Homework
« Reply #9 on: December 20, 2009, 05:31:30 pm »
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Does the question say, the bearing from the starting point or the bearing from the final position of the hiker?

If it doesn't state you can work out either angle (I assume you have drew a graph)
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darkphoenix

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Re: Help with Holiday Homework
« Reply #10 on: December 20, 2009, 05:41:33 pm »
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Yeah it doesnt say.

EDIT: How would i approach this question?

Use vectors to show that the diagonals of a square intersect at right angles.

Would i just use the scalar product and show that 2 of the lines equal 0 are are perpendicular or something?
« Last Edit: December 21, 2009, 01:25:40 am by darkphoenix »
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Mao

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Re: Help with Holiday Homework
« Reply #11 on: December 21, 2009, 09:45:29 pm »
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In a square ABCD, let AB = a, BC = b, then CD = - a, DA = - b, also that a.b = 0, |a| = |b|

The diagonals are AC = AB + BC = a + b, and BD = BC + CD = b - a
Then, AC.BD = a.b - a.a + b.b - a.b = -|a|^2  + |a|^2 = 0

Therefore, diagonals intersect at right angles.
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darkphoenix

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Re: Help with Holiday Homework
« Reply #12 on: December 22, 2009, 12:56:18 am »
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Alrite cool thanks Mao
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ChristineNguyen

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Re: Help with Holiday Homework
« Reply #13 on: December 22, 2009, 01:09:26 pm »
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Hi how would you
use the formula 
 tan = 2x 2tanx/ 1-tan^2x to find a surd expression for tan pie/8

kyzoo

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Re: Help with Holiday Homework
« Reply #14 on: December 22, 2009, 01:27:37 pm »
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Let






So we have






But because is a positive number

Therefore
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