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|b| means the maginitude (length) of the vector b.in 2012 o/n v41 question (6a2) plzz answer
the picture is not uploading anyways leave it n plz ans this 1There should be 2 intersection points. I would need to see your graph to find your mistake.
|b| means the maginitude (length) of the vector b.
If you draw the vector b, you can make a right-angle triangle with perpendicular lengths 2 and 7. You can use Pythagoras to find the magnitude which is the hypotenuse.
You can only find the determinant of a square matrix e.g. of order 2x2 or 3x3.but sir this is matrices so why is this not the derterminant......
I'm not going to answer the whole question. Please show me all the working/ideas that you have. And then tell me the specific parts that you can't do.answer the question in o/n 2012 v42:
question number: (10) the whole question
You can only find the determinant of a square matrix e.g. of order 2x2 or 3x3.
This is a column vector so |b| means the magnitude of b, and not the determinant.
I'm not going to answer the whole question. Please show me all the working/ideas that you have. And then tell me the specific parts that you can't do.
Which part? I can't explain the whole question - it's too long.okay sir could u explain this question shortly then i will try to solve this question
Which part? I can't explain the whole question - it's too long.
Please can you not post this here. This thread is designed for past IGCSE questions.can anyone provide me with pure mathematics mark scheme held on 7th may (paper 12)
To be honest, 10ai is a pretty easy question:10 a 1 and 2
Paper 4 or Paper 2?O/N/01 Question 3)a)
Paper 4 Obviously we have finished paper 2 lolz xDPaper 4 or Paper 2?
Two triangles are similar if all of their angles are equal.O/N/01 Question 3)a)
could you answer the rest of the question pleaseeeeee Thank youTwo triangles are similar if all of their angles are equal.
<MNO = <OPQ (alternate)
<NMO = <OQP (alternate)
<MON = <POQ (opposite)
Therefore, triangle MNO is similar to triangle QPO.
also ive noticed theyre repeating the old past papers !! So id advice you to do themTwo triangles are similar if all of their angles are equal.
<MNO = <OPQ (alternate)
<NMO = <OQP (alternate)
<MON = <POQ (opposite)
Therefore, triangle MNO is similar to triangle QPO.
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