Contact Style About

which of the fllowing is not irrational (3+/7) (3-/7)
(3+/7)(3-/7)<

By Sadie

which of the fllowing is not irrational (3+/7) (3-/7)
(3+/7)(3-/7)
(3/7)
​

About the author
Sadie

圖
If the centre of a circle is (3, 5) and end points of a diameter are (4. 7) and
(2, y), then the value of y is
(a

[tex]\sf if\: 2y = \bigg(cot^{-1}\bigg(\dfrac{\sqrt{3}cosx+sinx}{cosx-\sqrt{3}sinx}\bigg)\bigg)^2,x\in\bigg(0,\dfrac{\pi}{2}\bigg)

1 thought on “which of the fllowing is not irrational (3+/7) (3-/7)<br />(3+/7)(3-/7)<”

  1. Answer:

    Step-by-step explanation:

    √7 is a non perfect natural number . As we know that, any non non perfect natural number is always an irrational number). → Irrational Number. Hence, we can conclude that, {(3+√7) (3-√7)} is not an irrational number.

    Reply

Leave a Comment