Question

Need proper answers​

Answer 1

the above pics show u the reason

Answer 2

1. 1/√2

1. 1/√2 We have prove 1/√2 is irrnational number

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational since, rational is not equal to irrational

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational since, rational is not equal to irrational this is contraindication

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational since, rational is not equal to irrational this is contraindication therefore our assumption is incorrect

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational since, rational is not equal to irrational this is contraindication therefore our assumption is incorrect hence,1/√2 is irrational

1. 1/√2 We have prove 1/√2 is irrnational number let us assume the opposite i.e.,1/√2 is rational number Hence 1/√2 can be written in the form a/b where a and b (b not equal to 0) are coprime no common factor other than one hens, 1/√2=a/b b/a=√2 here,b/a is a rational number but √2 is irrational since, rational is not equal to irrational this is contraindication therefore our assumption is incorrect hence,1/√2 is irrational hence, proved