Ordinary Level syllabuses.
www.XtremePapers.net
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Mark Scheme: Teachers’ version GCE O LEVEL – May/June 2010
Syllabus 5054
Paper 32 [1]
(a) L measured to the nearest mm or better with unit and in the range 20.0 cm to 40.0 cm. B1 (b) Use of set squares at each end of channel to take...
October/November 2012 series for most IGCSE, GCE Advanced Level and Advanced Subsidiary Level components and some Ordinary Level components.
Page 2
Mark Scheme IGCSE – October/November 2012
Syllabus 0625
Paper 33
NOTES ABOUT MARK SCHEME SYMBOLS & OTHER MATTERS M marks are method marks...
s[0],c1);
fa full1(a[1],b[1],c1,s[1],c2);
fa full2(a[2],b[2],c2,s[2],c3);
fa full3(a[3],b[3],c3,s[3],co);
endmodule
TESTBENCH
HALF ADDER
module tb;
// Inputs
reg a;
reg b;
// Outputs
wire s;
wire c;
// Instantiate the Unit Under Test (UUT)
ha uut (
.a(a),
.b(b),
...
om
.c
MARK SCHEME for the October/November 2011 question paper
s
er
International General Certificate of Secondary Education
Page 2
Mark Scheme: Teachers’ version
IGCSE – October/November 2011
Syllabus
0625
Paper
32
NOTES ABOUT MARK SCHEME SYMBOLS & OTHER MATTERS
M...
for most IGCSE, GCE
Advanced Level and Advanced Subsidiary Level syllabuses and some Ordinary Level syllabuses.
First variant Mark Scheme
Page 2
Mark Scheme: Teachers’ version
IGCSE – May/June 2009
Syllabus
0625
Paper
31
Notes about Mark Scheme Symbols and Other Matters
B marks
...
papers for most IGCSE, GCE Advanced Level and Advanced Subsidiary Level syllabuses and some Ordinary Level syllabuses.
www.XtremePapers.net
Page 2
Mark Scheme: Teachers’ version IGCSE – October/November 2010
Syllabus 0625
Paper 32
NOTES ABOUT MARK SCHEME SYMBOLS & OTHER MATTERS M marks...
a2, a3), B (b0, b1, b2, b3), C (c0, c1, c2, c3) - A has 40 different values, B has 400, and C has 4000 - So each partition of A has size of 10, B has 100, and C has 1000 - Full cube computation requires to compute - The base cuboid ABC which is already computed (the 3-D array) - The 2-D cuboids AB, AC...
j = �0, 1�. We use them so often that they get their own symbols.
j i
�
Notation and terminology 1, (a1 , a2 ) indicates a point in the plane. 2. �a1 , a2 � = a1 i + a2 j. This is equal to the vector drawn from the origin to the point (a1 , a2 ). 3. For A = a1 i + a2 j, a1 and a2 are called the...
63
TRANSPORTATION PROBLEMS
63.1 INTRODUCTION
A scooter production company produces scooters at the units
situated at various places (called origins) and supplies them to
the places where the depot (called destination) are situated.
Here the availability as well as requirements of the various
...
63
TRANSPORTATION PROBLEMS
63.1 INTRODUCTION
A scooter production company produces scooters at the units situated at various places (called origins) and supplies them to the places where the depot (called destination) are situated. Here the availability as well as requirements of the various depots...
Version 1.0
abc
General Certificate of Secondary Education
Mathematics 4360
Unit 3 Foundation Tier 43603F
Mark Scheme
Specimen Paper
Mark Schemes
Principal Examiners have prepared these mark schemes for specimen papers. These mark schemes have not, therefore, been through the normal...
Page 1 of 2
A simple PRBS generator
The following figure shows a simple 7-bit PRBS generator employing a 3-bit shift register, realized by three D-type re-triggerable Flip-flops ( two TTL chips 7474) :-
The PRBS signal generated as above will have the following characteristics:1. The length of...
.................................................................................................................... 66 Proprietary and Confidential 2 A Knowledge Company
PRIMAVERA ENTERPRISE FOR ENGINEERING AND CONSTRUCTION (viii) STORING PERIOD PERFORMANCE.........................................
main concepts. Here we discussed autoregressive time series, covariance stationary series, mean reversion, random walks, Dickey-Fuller statistic for a unit root test.
* The second part of the project contains analysis and interpretation of co-integration and error correction model between EUR/AMD and...
Ratio and Proportion
• If 2 numbers are in ratio a: b then consider them as ax and bx (where x is the proportionality constant) and apply ax and bx in the given condition of the problem to proceed for answer
• Ratio can be applied between 2units if and only if the same physical quantity is compared
...
Michael Freiberg
Statistics Mid-Term #2
1.)
A.) X2 Male=0; Female =1 X3 No PhD=0; Having a PhD=1
Benchmark Equation= Y=Bo+B1*(X1i)+Ei
B.) B1= With each additional year of experience on Average an instructors annual salary would increase or decrease by B1, HOLDING ALL ELSE CONSTANT
B2=When...
different products: A, B and C. The per unit profit margins for the three products are $6, $10, and $5. The products could be manufactured using one of two processes. The per-unit production requirements for each product for each process is given in the table below:
Per-unit Production Requirements
|Process...
orthogonal primitive vectors equal in magnitude to: b1 = 2π 2π 2π , b2 = and b3 = , a1 a2 a3
such that e.g. b1 is perpendicular to a2 and a3. If a1, a2 and a3 are the primitive vectors of the crystal lattice, we can construct a primitive lattice cell with b1, b2 and b3 as primitive vectors: this is the primitive...
Unit free
Range between -1 and 1
The closer to -1, the stronger the negative
linear relationship
The closer to 1, the stronger the positive
linear relationship
The closer to 0, the weaker the linear
relationship
n xy x y
r
x
r = -1
y
x
x
r = -.6
[n( x 2 ) ...