YBK
w00t! custom status!! :D
I'd do it... but i'm playing mini soccer on a soccer table... it's sooo fun!!Riviet said:I'll leave this one for someone else to do
Here's a hint if you need it:
Draw a diagram and label what is given in the question.
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I'd do it... but i'm playing mini soccer on a soccer table... it's sooo fun!!Riviet said:I'll leave this one for someone else to do
Here's a hint if you need it:
Draw a diagram and label what is given in the question.
True that!!Riviet said:Aw I love those mini soccer tables, they're so addictive! Wish I could come over and play against you.![]()
Maths is unique in the sense that all topics covered (or meant to be covered according to the syllabusJono_2007 said:I'M NOT SURE IF I UNDERSTAND BY THE QUESTION, BUT is supose id draw a diagram to represent the data in the question. make the flag pole x. then solve for x. This isnt HSC stuff is it.
Anything done in preliminary maths and hsc maths of course is examinable, but the majority of preliminary maths is extended onto the hsc course, so in a way, it is examined indirectly because it requires knowledge of the basics.Jono_2007 said:I'M NOT SURE IF I UNDERSTAND BY THE QUESTION, BUT is supose id draw a diagram to represent the data in the question. make the flag pole x. then solve for x. This isnt HSC stuff is it.
Jono_2007 said:THE next question:
Find the Equation of the tangent to the curve:
y=x^3 at (-1,-1)
Riviet said:Next question:
Show that x2-8x+23 is positive for all real x.
SoulSearcher said:to show this, we need to prove that the graph of y = x2-8x+23 does not cut the x-axis, i.e. the discriminant of the graph is negative
discriminant = b2 - 4ac, where a=1, b = -8 and c = 23
= 64 - 4 * 23 * 1
= 64 - 92
< 0
since the discriminant < 0, x2-8x+23 has no real roots and so x2-8x+23 is positive for all real x
I'm such an idiot, how could i not have seen that.Riviet said:The third one's definitely wrong, because it can happen, don't have time to check your other two answers, have to go watch a movie now.
