Heya , ____________________
Give an example of 2 irrational numbers whose :
1. Difference is a rational number
2.Sum is rational numbers.
3.Quotient is rational numbers.
Warning ⚠ : I am giving 50 points to each answerer, so don't give spam amswer !
Answers
Answered by
2
1•>. (√2 +3)-(√2+5)
2•>. (√2+3)+(3-√2)
2•>. (√2+3)+(3-√2)
Ratandeep123:
sry fr 3rd question
Answered by
8
Heya ☺
Two examples of irrational numbers whose
1. Difference is a rational number
(5 + √2) - (3 + √2)
= 5 + √2 - 3 - √2
= 2
2. Sum is a rational number
(2 + √3) + (4 - √3)
= 2 + √3 + 4 - √3
= 6
3. Quotient is a rational number
2√3 ÷ √3
= 2√3/√3
= 2
Thanks
Two examples of irrational numbers whose
1. Difference is a rational number
(5 + √2) - (3 + √2)
= 5 + √2 - 3 - √2
= 2
2. Sum is a rational number
(2 + √3) + (4 - √3)
= 2 + √3 + 4 - √3
= 6
3. Quotient is a rational number
2√3 ÷ √3
= 2√3/√3
= 2
Thanks
Similar questions