6y30y225 6y30y225Solution6y 30y2 25 6y 5y2 52 6y 5y
6y+30/y^2-25
6y+30/y^2-25
Solution
(6y + 30)/(y2 - 25)
==> 6(y + 5)/(y2 - 52)
==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b)
==> 6/(y - 5)
Hence (6y + 30)/(y2 - 25) = 6/(y - 5)
![6y+30/y^2-25 6y+30/y^2-25Solution(6y + 30)/(y2 - 25) ==> 6(y + 5)/(y2 - 52) ==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b) ==> 6/(y - 5) 6y+30/y^2-25 6y+30/y^2-25Solution(6y + 30)/(y2 - 25) ==> 6(y + 5)/(y2 - 52) ==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b) ==> 6/(y - 5)](/WebImages/31/6y30y225-6y30y225solution6y-30y2-25-6y-5y2-52-6y-5y-1088715-1761572883-0.webp)
(6y + 30)/(y2 - 25)
==> 6(y + 5)/(y2 - 52)
==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b)
==> 6/(y - 5)
Hence (6y + 30)/(y2 - 25) = 6/(y - 5)
![6y+30/y^2-25 6y+30/y^2-25Solution(6y + 30)/(y2 - 25) ==> 6(y + 5)/(y2 - 52) ==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b) ==> 6/(y - 5) 6y+30/y^2-25 6y+30/y^2-25Solution(6y + 30)/(y2 - 25) ==> 6(y + 5)/(y2 - 52) ==> 6(y + 5)/[(y - 5)(y +5)] since a2 - b2 = (a + b)(a - b) ==> 6/(y - 5)](/WebImages/31/6y30y225-6y30y225solution6y-30y2-25-6y-5y2-52-6y-5y-1088715-1761572883-0.webp)