Find five rational number between - 2 and 3 2 .

Rational number is considered as a number in mathematics that can be significantly expressed as a fraction or the quotient between a numerator and a denominator. It is the fraction between two integers. We need to find out five rational numbers between - 2 and 3 2 First convert - 2 and 3 2 into fraction as - 2 1 a n d 3 2 , then take any number to multiply with both fractions = - 2 1 × 2 2 and 3 2 × 1 1 = - 4 2 and 3 2 The rational numbers between - 4 2 and 3 2 are - 3 2 , - 2 2 , - 1 2 , 1 2 , 2 2 .

Find ten rational number between - 5 2 and 2 9 .

Rational number is considered as a number in mathematics that can be significantly expressed as a fraction or the quotient between a numerator and a denominator. It is the fraction between two integers. We need to find out ten rational numbers between - 5 2 and 2 9 First take any number to multiply with both fractions and make the denominator same = - 5 2 × 9 9 and 2 9 × 2 2 = - 45 18 and 4 18 The rational numbers between - 45 18 and 4 18 are - 7 2 , - 6 2 , - 5 2 , - 4 2 , - 3 2 , - 2 2 , - 1 2 , 1 2 , 2 2 , 3 2 .

Find fifty rational number between - 8 13 and 6 13 .

Rational number is considered as a number in mathematics that can be significantly expressed as a fraction or the quotient between a numerator and a denominator. It is the fraction between two integers. We need to find out fifty rational numbers between - 8 13 and 6 13 First take any number to multiply with both fractions and make the denominator same = - 8 13 × 4 4 and 6 13 × 4 4 = - 32 52 and 24 52 The rational numbers between - 32 52 and 24 52 are - 30 52 , - 29 52 , - 28 52 , - 27 52 , - 26 52 , - 25 52 , - 24 52 , - 23 52 , - 22 52 , - 21 52 , - 20 52 , - 19 52 , - 18 52 , - 17 52 , - 16 52 , - 15 52 , - 14 52 , - 13 52 , - 12 52 , - 11 52 , - 10 52 , - 9 52 , - 8 52 , - 7 52 , - 6 52 , - 5 52 , - 4 52 , - 3 52 , - 2 52 , - 1 52 , 1 52 , 2 52 , 3 52 , 4 52 , 5 52 , 6 52 , 7 52 , 8 52 , 9 52 , 10 52 , 11 52 , 12 52 , 13 52 , 14 52 , 15 52 , 16 52 , 17 52 , 18 52 , 19 52 , 20 52 , .

Find one hundred rational number between - 4 13 and 7 13 .

Rational number is considered as a number in mathematics that can be significantly expressed as a fraction or the quotient between a numerator and a denominator. It is the fraction between two integers. We need to find out one hundred rational numbers between - 4 13 and 7 13 First take any number to multiply with both fractions and make the denominator same = - 4 13 × 10 10 and 7 13 × 10 10 = - 40 130 and 70 130 The rational numbers between - 40 130 and 70 130 are - 35 130 , - 34 130 , - 33 130 , - 32 130 , - 31 130 , - 30 130 , - 29 130 , - 28 130 , - 27 130 , - 26 130 , - 25 130 , - 24 130 , - 23 130 , - 22 130 , - 21 130 , - 20 130 , - 19 130 , - 18 130 , - 17 130 , - 16 130 , - 15 130 , - 14 130 , - 13 130 , - 12 130 , - 11 130 , - 10 130 , - 9 130 , - 8 130 , - 7 130 , - 6 130 , - 5 130 , - 4 130 , - 3 130 , - 2 130 , - 1 130 , 1 130 , 2 130 , 3 130 , 4 130 , 5 130 , 6 130 , 7 130 , 8 130 , 9 130 , 10 130 , 11 130 , 12 130 , 13 130 , 14 130 , 15 130 , 16 130 , 17 130 , 18 130 , 19 130 , 20 130 , 21 130 , 22 130 , 23 130 , 24 130 , 25 130 , 26 130 , 27 130 , 28 130 , 29 130 , 30 130 , 31 130 , 32 130 , 33 130 , 34 130 , 35 130 , 36 130 , 37 130 , 38 130 , 39 130 , 40 130 , 41 130 , 42 130 , 43 130 , 44 130 , 45 130 , 46 130 , 47 130 , 48 130 , 49 130 , 50 130 , 51 130 , 52 130 , 53 130 , 54 130 , 55 130 , 56 130 , 57 130 , 58 130 , 59 130 , 60 130 , 61 130 , 62 130 , 63 130 , 64 130 , 65 130 .

Find one thousand rational number between - 5 17 and 8 17 .

Rational number is considered as a number in mathematics that can be significantly expressed as a fraction or the quotient between a numerator and a denominator. It is the fraction between two integers. We need to find out one thousand rational numbers between - 5 17 and 8 17 First take any number to multiply with both fractions and make the denominator same = - 5 17 × 100 100 and 8 17 × 100 100 = - 500 1700 and 800 1700 The rational numbers between - 500 1700 and 800 1700 are - 400 1700 , - 399 1700 , - 398 1700 , - 397 1700 , - 396 1700 , - 395 1700 , - 394 1700 , - 393 1700 , - 392 1700 , - 391 1700 . . . . . . . . . . . . . . . . . . . . . . . . . . . 1 1700 , 2 1700 , 3 1700 , 4 1700 , 5 1700 , 6 1700 , 7 1700 , 8 1700 , 9 1700 , 10 1700 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 690 1700 , 691 1700 , 692 1700 , 693 1700 , 694 1700 , 695 1700 , 696 1700 , 697 1700 , 698 1700 , 699 1700 , 700 1700 .

E M B I B E

New Global Mathematics - 7>Chapter 3 - Operations on Rational Numbers>EXERCISE 3.6

EXERCISE 3.6

Author:Dr Pooranmal & Ashfaq A Khan

Dr Pooranmal Mathematics Solutions for EXERCISE 3.6

Simple step-by-step solutions to EXERCISE 3.6 questions of Operations on Rational Numbers from New Global Mathematics - 7. Also get 3D topic explainers, cheat sheets, and unlimited doubts solving on EMBIBE.