give an example each of two irrational numbers whose difference is a rational number
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Answer:
(2-√3)-(-2-√3)
Step-by-step explanation:
when we subtract them we get,
2-√3+2+√3=4
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✨✨heya mate ✨✨
there are number which are irrational and their products is rational
example :
⇒ √2 × √8
⇒ √16
⇒ 4
∴ the product of two irrational is a rational
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yes in some cases the sum of two irrational numbers is rational
example :
⇒ √5 + ( - √5 )
⇒ √5 - √5
⇒ 0
∴ the sum of irrational numbers is rational
hope it helps you...
there are number which are irrational and their products is rational
example :
⇒ √2 × √8
⇒ √16
⇒ 4
∴ the product of two irrational is a rational
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yes in some cases the sum of two irrational numbers is rational
example :
⇒ √5 + ( - √5 )
⇒ √5 - √5
⇒ 0
∴ the sum of irrational numbers is rational
hope it helps you...
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