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Question

Verify the following:
$$\dfrac {2}{-7} + \dfrac {12}{-35} = \dfrac {12}{-35} + \dfrac {2}{-7}$$.

Solution
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Similar Questions
Q1
Verify the following:
$$\dfrac {2}{-7} + \dfrac {12}{-35} = \dfrac {12}{-35} + \dfrac {2}{-7}$$.
View Solution
Q2
Verify the following:
(i) -125+27=27+-125
(ii) -58+-913=-913+-58
(iii) 3+-712=-712+3
(iv) 2-7+12-35=12-35+2-7
View Solution
Q3

Verify the following

(i) 125+27=27+125

(ii) 58+913=913+58

(iii) 3+712=712+3

(iv) 27+1235=1235+27

View Solution
Q4
Verify the following:
$$\dfrac {-12}{5} + \dfrac {2}{7} = \dfrac {2}{7} + \dfrac {-12}{5}$$.
View Solution
Q5
Verify commutativty of addition of rational numbers for each of the following pairs of rotional numbers:
(i) -115 and 47

(ii) 49 and 7-12

(iii) -35 and -2-15

(iv) 2-7 and 12-35

(v) 4 and -35

(vi) -4 and 4-7
View Solution