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#1
19
3 years ago
#2
gr8 100%
7
#3
(Original post by big willy)
gr8 100%
Assuming you didn't skip a crucial M1 stage in the Perimeter show that question
0
3 years ago
#4
This exam was pretty easy, got identical answers to you
1
3 years ago
#5
(Original post by AstarAstarA)
Binomial:
A = 16
k = 7/2
B = 936

Integration:
S = 24.3

Trapezium:
b) 20.75
R = 5.75

Differentiation(Q10):
a) 2/3PIx^2
d) Minimum = 120m

Trig identities:
a) Theta = 8/15Pi , -2/15Pi
b) x = 194.5, 345.5
which board?
0
3 years ago
#6
What did you get for the Logs?
1
3 years ago
#7
(Original post by big willy)
gr8 100%
What a ****
35
3 years ago
#8
(Original post by Dieselblue)
This exam was pretty easy, got identical answers to you
Unlucky mate I've seen the official mark scheme and a few of these are wrong :/
Better luck next year in your resit...
1
3 years ago
#9
(Original post by FakeDumbledore)
What a ****
yeah a big one
9
3 years ago
#10
S= 24.3??
0
3 years ago
#11
(Original post by AstarAstarA)
Binomial:
A = 16
k = 7/2
B = 936

Integration:
S = 24.3

Trapezium:
b) 20.75
R = 5.75

Differentiation(Q10):
a) 2/3PIx^2
d) Minimum = 120m

Trig identities:
a) Theta = 8/15Pi , -2/15Pi
b) x = 194.5, 345.5

Circle:
a) root(34)
c) 3x + 5x - 95 = 0
3y-5x-95=0
0
3 years ago
#12
(Original post by joeltyler14)
3y-5x-95=0
nope, he's right. x value was 10, y was 13. Those numbers don't compute in what you gave.

I agree with every single one of the OP's answers.
1
#13
(Original post by joeltyler14)
3y-5x-95=0

y - 13 = -3/5(x - 10)

5y - 65 = -3(x - 10)

3x + 5y - 95 = 0
7
3 years ago
#14
(Original post by SeminMeminDemon)
What did you get for the Logs?
I think x= -2.912? I got something like that
4
3 years ago
#15
With those answers you'll get 40% max, good luck with your resist.
(Original post by FakeDumbledore)
Unlucky mate I've seen the official mark scheme and a few of these are wrong :/
Better luck next year in your resit...
1
3 years ago
#16
(Original post by jamb97)
I think x= -2.912? I got something like that
i got -2.19.

anyone get 9b+5 for a in terms of b?
2
3 years ago
#17
(Original post by AstarAstarA)

y - 13 = -3/5(x - 10)

5y - 65 = -3(x - 10)

3x + 5y - 95 = 0
Agreed just at top you have x in both
1
3 years ago
#18
ez 3 figure UMS for me
3
3 years ago
#19
it was definitely +5 as it was y-13= -3/5(x-10)
so
5y-13=-3x+10
0
3 years ago
#20
Guys wasn't part a of Q9 = 1/3pi(x^2)????

because the sector area is 1/2r^2(theta)
which is 1/2(x^2)(2/3pi)

= 2/6pi(x^2)
= 1/3pi(x^2)
??
2
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