Cambridge Additional Mathematics

(singke) #1
504 Index

unit circle
unit vector , ,
universal set
upper rectangles
variable ,
vector
vector equation of line
velocity
velocity function
Venn diagram
vertex
vertical asymptote
vertical line test
vertical translation
-intercept
-intercept
zero ,
zero matrix
zero vector

208
281 284 292
18
410
37 156
280
296
446
381
21
76
149
37
232
76
76
51 162
313
282

x
y

minimum value
minor
modulus
motion graph
multiplicative inverse
mutually exclusive sets ,
natural domain
natural exponential
natural logarithm
natural numbers
negative definite
negative integer
negative matrix
negative reciprocals
negative vector
non-singular matrix
normal to a curve
number line
one-one function
open interval
optimisation ,
optimum solution
order of matrix
parabola
parallel lines ,
parallel vectors
parametric equations ,
Pascal's triangle
period
periodic function
periodic phenomena
permutation
perpendicular bisector
perpendicular lines
point of discontinuity
point of inflection
polynomial ,
polynomial function
position vector ,
positive definite
positive integer
power of a binomial
power rule
principal axis
principal domain
product principle
product rule
proper subset
quadrant
quadratic equation

95
205
46
380
323
14 22
43
123
142
12
85
12
314
177
283
324
370
15
39
16
95 393
393
307
75
177 328
292
216 296
271
228
228
226
262
182
177
335
369
65 156
156
280 289
85
12
270
424
228
241
256
352
13
210
65

quadratic formula
quadratic function ,
quadratic graph
quartic function
quotient
quotient rule
radian
radical
radical conjugates
radius
range ,
rate
rational number
real number
real polynomial
relation ,
remainder
remainder theorem
repeated root
resultant vector
Riemann integral
root , ,
row matrix
row vector
scalar ,
scalar multiplication
second derivative
sector
segment
self-inverse function
set
sign diagram , ,
sign test
sine
sine curve
sine waves
singular matrix
solution
speed ,
square matrix
standard basis
stationary inflection
stationary point
subset ,
summation notation
surd
tangent
tangent function ,
tangent to a curve
union ,

69
65 75
85
65
158
353
202
102
105
202
36 43
336
12
12
156
17 37
158
167
73
294
434
51 65 162
307
307
280 287
287
363, 377
205
205
57
12
51 376 383
384
208
230
227
324
162
337 384
307
281
375
375
13 21
156
102
338
209 238
369
13 22

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Sets Relations Groups
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