Question

Assertion: Every integer is a rational number. Reason: Every integer ‘m’ can be expressed in the form m/1. *
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Answer 1

Step-by-step explanation:

both assertion and reason is correct

for eg 3 is an integer and can be expressed as 3/1

which is a rational no.

I can give you more examples

like

0 is an integer but can be expressed as 0/1 which is a rational no.

-5 is a integer but can be expressed as-5/1 which is a rational no.

Answer 2

Answer :- Both statements are true .

Explanation :-

we know that,

• Any number which can be written in the form of p/q, where q ≠ 0 is a rational number .
• Integers are the number which can be either negative , zero or positive but not equal to fraction or decimal . They are from - infinity to + infinity . Ex. :- { -∞ , -10, -3 , -1, 0 , 1 , 2 , 5 , + ∞}

so, we can say that,

• Every integer say m can be written in the form of (m/1) . Ex. (-5/1, -3/1 , 0/1, 4/1, 18/1)

Conclusion :-

• Since, every integer can be written in the form of p/q where q is not equal to zero but always equal to 1 .
• Therefore, we can conclude that, Every integer is a rational number .

Hence, given both statements are true .

Learn more :-

let a and b positive integers such that 90 less than a+b less than 99 and 0.9 less than a/b less than 0.91. Find ab/46

p...

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