3. Using the gradient methods, investigate which of the following sets of points are collinear: a. P( -½ , 4), Q(-1, 2) and R(10,45);

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3. Using the gradient methods, investigate which of the following sets of points are collinear: a. P( -½ , 4), Q(-1, 2) and R(10,45);

Mathematics
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umm... theres only one option ;)
Find all the gradient right ??? haha
the gradient is found from point to point; but with only one option to choose from its rather pointless ;p;

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i typoed my "lol" ......
whats the option? :o
"which of the following sets of points are collinear" a ...... b...... c...... d...... e....... would be options to test and verify; you only got option 'a' copied and pasted
3. Using the gradient methods, investigate which of the following sets of points are collinear: a. P( -½ , 4), Q(-1, 2) and R(10,45); b. P( -½ , 4), Q(-1, 2), and S(0,6);
oh haha omg i didnt realise
no short term memory.... lol
0,6 is not even close to being in line with the other 2
meaning this option is out??
........ yes, meaning that since it isnt even close to being in line with the other 2 that it is not co-linear in the least bit...... your gonna make me use the whole dictionary today arent you ;)
hahaha sorry i just dont understand maths language

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