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11.1 Assignments
11.1.1. Memorize the following words and word-groups:
open interval
[`oupqn `Intqvql]
открытый интервал
closed interval
[`klouzd `Intqvql]
закрытый интервал,
half – open interval
[`hRf `oupqn `Intqvql]
наполовину открытый
интервал
infinite
[`InfInIt]
бесконечный,
бесконечно большой
infinity
[In`fInItI]
бесконечность
11.1.2. Read the signs
•
(
]
ba,
half – open interval a b, open on the left and closed on the
right
• X =
(
10;+∞−
)
Capital x equals the open interval minus infinite plus ten
• Y=tg x
y equals the tangent of x
•
Lxf
xx
=
→
)(lim
1
the limit of f x as x tends to x one is capital L
•
()(lim
0
0
xfxf
xx
≠
→
the limit of f of x tends to x nought is not equal to f of x
nought
•
0lim =
∞→
n
x
a
the limit of a sub n is zero as n tends to infinity
11.1.3. Match the columns
1 23/6
a) x approaches x nought; or x tends to x
nought
2
[]
ba,
b) improper fraction
3
(a, b)
c) closed interval
4
x=
()
+∞;
0
x
d) x equals the open interval x nought plus
infinite
5
X
0
x→
e) open interval a b
6
Lxf
xx
=
→
)(lim
1
f) the limit of f x as x tends to x one is capital
L
7
)()(lim
0
0
xfxf
xx
≠
→
g) the limit of f of x tends to x nought is not
equal to f of x nought
8
0lim =
∞→
n
x
a
h) the limit of a sub n is zero as n tends to
infinity
11.1.4. Translate into Russian
• m equals R sub one multiplied by x minus P sub one round brackets
opened, x minus a sub one, round brackets closed, minus P sub two
round brackets opened, x minus a sub two, round brackets closed
• a is directly proportional to b
• The limit for delta x tending to zero, of the sum of small f of x sub k
26
11.1 Assignments
11.1.1. Memorize the following words and word-groups:
open interval [`oupqn `Intqvql] открытый интервал
closed interval [`klouzd `Intqvql] закрытый интервал,
half – open interval [`hRf `oupqn `Intqvql] наполовину открытый
интервал
infinite [`InfInIt] бесконечный,
бесконечно большой
infinity [In`fInItI] бесконечность
11.1.2. Read the signs
• (a, b] half – open interval a b, open on the left and closed on the
right
• X = (− ∞;+10) Capital x equals the open interval minus infinite plus ten
• Y=tg x y equals the tangent of x
• xlim
→x
f ( x) = L the limit of f x as x tends to x one is capital L
1
• lim f ( x) ≠ f ( x0 the limit of f of x tends to x nought is not equal to f of x
x → x0
nought
• lim a n = 0 the limit of a sub n is zero as n tends to infinity
x →∞
11.1.3. Match the columns
1 23/6 a) x approaches x nought; or x tends to x
nought
2 [a, b] b) improper fraction
3 (a, b) c) closed interval
4 x= (x0 ;+∞ ) d) x equals the open interval x nought plus
infinite
5 X → x0 e) open interval a b
6 xlim f ( x) = L f) the limit of f x as x tends to x one is capital
→x 1
L
7 xlim f ( x) ≠ f ( x0 ) g) the limit of f of x tends to x nought is not
→x 0
equal to f of x nought
8 lim an = 0 h) the limit of a sub n is zero as n tends to
x →∞
infinity
11.1.4. Translate into Russian
• m equals R sub one multiplied by x minus P sub one round brackets
opened, x minus a sub one, round brackets closed, minus P sub two
round brackets opened, x minus a sub two, round brackets closed
• a is directly proportional to b
• The limit for delta x tending to zero, of the sum of small f of x sub k
26
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