alfie.jnr Posted May 4, 2013 Report Share Posted May 4, 2013 Hey Guys! I pray everyone who is doing their exams this May 2013 does well! Good luck to you all I just have a couple of Math SL questions that are really bugging me:1. The equation x^2 − 3x + k^2 = 4 has two distinct real roots. Find the possible values of k . I kinda got started off but I'm pretty sure I'm wrong. 2. The line L passes through the point (5, − 4, 10) and is parallel to the vector (4 -2 5)The Line L intersects the x-axis at the Point P. Find the x-coordinate of P. My first post here so HELLOOO Reply Link to post Share on other sites More sharing options...
lilianna009 Posted May 4, 2013 Report Share Posted May 4, 2013 (edited) 1.Think about when an equation has two solutions! Edited May 4, 2013 by lilianna009 Reply Link to post Share on other sites More sharing options...
nuby Posted May 4, 2013 Report Share Posted May 4, 2013 (edited) For number 1, here's my solution. Hopefully I didn't mess up! I tested it using my graphing calculator and it seems to be correct. I'm sorry I couldn't explain how to solve quadratic inequalities, but . Remember: No real roots: discriminant is less than zero.One root/Two equal roots/One repeated root: discriminant is equal to zero.Two real roots: discriminant is greater than zero. Edited May 4, 2013 by nuby Reply Link to post Share on other sites More sharing options...
Egos Posted May 5, 2013 Report Share Posted May 5, 2013 I hope this helps.Trial Exam P1 Markscheme.pdf 1 Reply Link to post Share on other sites More sharing options...
alfie.jnr Posted May 6, 2013 Author Report Share Posted May 6, 2013 Thanks Guys ! Hope exams are good so far Reply Link to post Share on other sites More sharing options...
the phantom Posted May 6, 2013 Report Share Posted May 6, 2013 I have a question how to calculate sum of all values in range of series for example:11∑ (3 + 0.2k) with the Ti-84 and by pen and paper?k=0 Reply Link to post Share on other sites More sharing options...
Rahul Posted May 7, 2013 Report Share Posted May 7, 2013 Try to create a new topic if your question is unrelated to the original one.Begin at k=0, substitute in, and add:(3+0.2(0))+(3+0.2(1))+...+(3+0.2(11))and then evaluate this sum. Remember that ∑ (a(k)+b(k)) = ∑ (a(k))+ ∑ (b(k))For calculator, it is explained very well here: http://answers.yahoo.com/question/index?qid=20090316164001AAiEZaT . I've copied it below for convenience.You'd use the seq( and sum( commands to do that.For example, if you wanted to do summation of 2X+2, upper bound: 7, lower bound: 2, you'd write it as follows:sum(seq(2X+2,X,2,7,1))The basic syntax would be:sum(seq(<expression>, <variable (to solve for)>,<lower bound>,<upper bound>,1Now just your values with the ones above.Note:sum( is found in: [2nd][stat](List) > Math > 5:sum(seq( is found in: [2nd][stat](List) > Ops > 5:seq( Reply Link to post Share on other sites More sharing options...
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