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MATHEMATICS IN THE MODERN WORLD INDUCTIVE REASONING

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MATHEMATICS IN THE MODERN WORLD INDUCTIVE REASONING

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INDUCTIVE & DEDUCTIVE
REASONING
MATHEMATICS IN THE MODERN WORLD

1
1. For all the numbers X, X > FALSE
X

Soln.
1
X = 2, 2 > X = 1, 1 > 1
2

1 1
X = 6, 6 > X = -6, -6 > OR 0.17
6 -6

1 1 1
X = 1080, 1080 > X= , >2
1080 2 2

COUNTEREXAMPLES

2. For all the numbers X, X + X > X FALSE
Soln.

X = 2, 2 + 2 > 2 X = -8, (-8) + (-8) > -8
=4>2 = -16 > -8

X = 16, 16 + 16 > 16 X = -1080, (-1080) + (-1080) > -1080
= 32 > 16 = -2,160 > -1,080

X = 1, 1 + 1 > 1
=2>1
COUNTEREXAMPLES

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Uploaded on: April 23, 2023
Number of pages: 4
Written in: 2022/2023
Type: Class notes
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Contains: All classes

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inductive reasoning
mathematics
geed
inductive mathematics
mathematics study notes
mathematics in the modern world
mathematics in the modern world
study guide
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MATHEMATICS IN THE MODERN WORLD INDUCTIVE REASONING

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