If anyone wants last minute revision notes/questions/answers for all topics, please email me at [email protected]
And good luck to anyone taking Paper 2 tomorrow
And good luck to anyone taking Paper 2 tomorrow
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Alright! Got ita)
First notice that the base is square so AC = DB.
Look at right-angled triangle ABC and use Pythagoras to find AC. And this is equal to DB.
Next MB = 1/2 DB.
Now look at the right-angled triangle MPB. You can use Pythagoras to find PB.
b)
Can you do this part now? You need to use trigonometry (sohcahtoa) methods to find the angle PBM.
I answered this question in the other thread.
A matrix has no inverse if it's determinant is 0.May/June 2012 0581/22
Q 19 both a and b
ThanksA matrix has no inverse if it's determinant is 0.
The (2x2) identity matrix has first row (1,0) and second row (0,1).
Row 1 into column 1: 7*x = 7x = 28how to find the value of x and y http://papers.xtremepapers.com/CIE/Cambridge IGCSE/Mathematics (0580)/0580_w06_qp_2.pdf question 19 b
well kinda , i mean how can i get the values?? and multiply them i solved the first part as 7*x=7x and the other 3*y=3y and i added them and then i wanna find the value for both but i dont know how ;/ is the way i did wrong??Row 1 into column 1: 7*x = 7x = 28
Row 1 into column 2: 7*y = 7y = 42.
Does this make sense? I can't explain how to multiply matrices on a forum so if you're still stuck, can you explain why fully?
It's hard to understand what you've done and it's also hard to explain matrix multiplication on here, as I said before.well kinda , i mean how can i get the values?? and multiply them i solved the first part as 7*x=7x and the other 3*y=3y and i added them and then i wanna find the value for both but i dont know how ;/ is the way i did wrong??
yea i know how to do that its like 7*1 + 7*2 ,,It's hard to understand what you've done and it's also hard to explain matrix multiplication on here, as I said before.
Can you show me how you would multiply the row matrix (7, 3) and the column matrix (1, 2)?
This is just an example so I can check that you know how to multiply matrices like these.
Sorry, I meant the column matrix (7, 3) and the row matrix (1, 2).yea i know how to do that its like 7*1 + 7*2 ,,
Radical form means that you leave your answer in terms of a square root e.g. root(2) or 3*root(5)what is radical and index form??
I like how u help people . God bless uI won't be able to answer any questions today. But I will answer every question tomorrow.
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