Special Properties of Infinity |
---|
∞ + ∞ = ∞ |
-∞ + -∞ = -∞ |
∞ × ∞ = ∞ |
-∞ × -∞ = ∞ |
-∞ × ∞ = -∞ |
x + ∞ = ∞ |
x + (-∞) = -∞ |
x - ∞ = -∞ |
x - (-∞) = ∞ |
For x>0 : |
x × ∞ = ∞ |
x × (-∞) = -∞ |
For x<0 : |
x × ∞ = -∞ |
x × (-∞) = ∞ |
Monday, 20 October 2014
TRINITY
INTERNATIONAL COLLEGE
TRINITY
HILLS, OFADA, OGUN STATE
FIRST
TERM EXAMINATION 2013/2014 SESSION
CLASS: BASIC
8 SUBJECT:
MATHEMATICS TIME:
1 HOUR
PAPER 1: MULTIPLE CHOICE
INSTRUCTIONS: Answer
ALL questions. Each is followed by four options lettered A – D. Find out the
correct option for each question and shade in pencil on your answer sheet the
answer space which bears the same letter as the option you have chosen. Do not
waste time on any question. If you find any difficult, go to others and finish
them before you come back to the difficult one(s).
Give
only ONE answer to each question.
1. What is the place value of the 9 in
37.29 ?
(A)
9 ´ 10-4
(B) 9 ´ 10-3 (C)
9 ´ 10-2 (D) 9 ´ 10-1
2. Express 43,579 correct to the nearest
thousand
(A) 44 000
(B) 43 000 (C) 43
600 (D) 43 500
3. Write 650 millionths in digits only
(A) 0.000 65 (B)
0.006 5 (C) 0.065
(D) 0.65
4. Express 0.00754 in standard form.
(A) 7.54 x10-5 (B) 7.54 x 10-3 (C) 7.54x10-2 (D) 7.54 x10-1
5. Find the median of this set of numbers:
8, 6, 3, 10, 6, 9
(A)
9 (B) 8
(C) 7 (D) 6
6. Express 9395 to 2 significant figures.
(A)
9200 (B)9300 (C)
9400 (D) 9500
7. What is the sum of 12.41, 120 and 0.426
(A)
117.876 (B) 121.836
(C) 132.836 (D)
132.866
8. Simplify
(A) (B) (C) (D)
9. One half of a number is equal to 6. What
is the number?
(A)
15 (B) 12
(C) 6 (D)
3
10. Which is the greatest
of these negative integers?
(A) -70 000
(B) -7 000 (C)
-700 (D) -70
Sunday, 19 October 2014
Maths Hubs in Nigeria
Each Maths Hub is to be led by an outstanding school or college, or pair of institutions, with a strong vision for excellence in maths education, and significant experience in improving the quality of mathematics education in their school and beyond.
Maths hubs will definitely help young scholars to overcome mathematics challenge.
Each Maths Hub is to be led by an outstanding school or college, or pair of institutions, with a strong vision for excellence in maths education, and significant experience in improving the quality of mathematics education in their school and beyond.
Maths hubs will definitely help young scholars to overcome mathematics challenge.
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