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1)
Euclid decision lemma States that a = b*q +r
5)
irrational numbers are three numbers which cannot be represented in the form of fractions
4)
a) irrational
B) irrational
c) rational
d) irrational
e) rational
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Euclid division lena:- if two positive integer A and B then there exist unique number is q and r , which satisfies the condition of a= Bq+ r where 0 is greater and equal then r is greater then b .That means on dividing both the interfere the remainder is zero
HCT
1) 18
2)55
3)170
4)225
Q-3
1) irrational
2)rational
3)irrational
4)irrational
Q-4.
1) rational
2) rational
3) rational
4)rational
5)rational
Irrational number:- that can’t be expressed as a fraction for any integers.
HCT
1) 18
2)55
3)170
4)225
Q-3
1) irrational
2)rational
3)irrational
4)irrational
Q-4.
1) rational
2) rational
3) rational
4)rational
5)rational
Irrational number:- that can’t be expressed as a fraction for any integers.
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