These are just some I guessed, are they right?
Please hit me back if u think i've stuffed any up... I want to know my mark now!! Thanks anyway.
Q 2 (b) (vi) 25 units (squared)
Q 3 (a) (i) 18e^x(2e^x-4)^8
(ii) 2xsinx + x^2cosx
(b) Angle DPC = 180-(36+55) = 89 [alternate ang. par. lines.]
(c) Shades region was above x axis on left side
(d) (i) loge(x^2+5) + C
(ii) Root of 3 - 1
Q 4 (a) (i) 55 degrees
(ii) 64 degrees 28 minutes
(b) (i) 1 over 6
(ii) 1 over 2
(c) (i) A (1,-3)
(ii) 7 and a half units
Q 5 (a)(i) Just show
(ii) (3,-27) min, (0,0) horizontal turning pt.
(iii) Draw graph
(iv) 0<=x<=2 [(2,16) pt of inflection]
(b) (i) 63 blocks in 20th row
(ii) 74 rows
(iii) 3801 total blocks
Q 6 (a) (i) x=12
(b) (i) Angle EBD=Ang ABE which corres. (par. lines) to BCD
(ii) Angle BDC= Ang. EBD = BCD [alter. ang. on par. lines]
(iii) Similar Tri. side same ratio BD=BC isosceles
(c) (i) Co = 5, -k=0.579818495
(ii) 5.5 years
Q 7 (a) (i) -1<=r<=1, limiting sum = 11.something
(ii) r is not within -1 and 1
(b) (i) v=0 at rest Pi/3
(ii) Pi
(iii) Sketch, upside down usual cos about line +2
(iv) 6.3 something
Q 8 (a) y=-2
(b) btwn 5 and 1, log e y^2
(c) 6-2/6[f(2)+4f(4)+f(6)] = 5.9
(d) (i) substitute x= and y=
(ii) m= 1, 2/3
(iii) differentiate to find gradient substitute.
Q 9 (a) sinx= 1/2 or 2. x=pi/6, 5pi/6, 7pi/6, 11pi/6
(b) (i) BAO= pi/6 (30 degrees)
(ii) (3 X root3 X r^2) /4
(iii) (root3 X r^2) /4
(iv) (r^2 X pi)/6 - (2 X root3 X r^2)/4
(c) (i) substitute time = distance (L)/ speed (v-u)
(ii) 3u/2
Q 10 (a)(i) 120000(1+0.06/k) - F
(ii) don't know where the k came from?
(iii) $2324.47 ( nearest cent)
(iv) $498.35 (nearest cent)
(b) (i) sorta go it
(ii) Got common den. than x (top and bottom) by brackets down bottom. rationalises numerator.
(iii) hey it's only 2 marks i didn't get to put anything for???
anyone got a clue????
en elle