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Algebra] if i*i is sqr-1 * sqr-1, why isn't it equal to 1 since the negatives under square root multiply and cancel out : r/HomeworkHelp
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![Ans. If ( x sqrt { 1 + y } + y sqrt { 1 + x } = 0 ) , prove thatn[ frac { d y } { d x } = - ( 1 + x ) ^ { - 2 } quad text { INCERT, CBSE } 20081 ]"](https://toppr-doubts-media.s3.amazonaws.com/images/7791356/395e9f91-b82b-4167-826e-e5a76742aa68.jpg "Ans. If ( x sqrt { 1 + y } + y sqrt { 1 + x } = 0 ) , prove thatn[ frac { d y } { d x } = - ( 1 + x ) ^ { - 2 } quad text { INCERT, CBSE } 20081 ]\"")
Ans. If ( x sqrt { 1 + y } + y sqrt { 1 + x } = 0 ) , prove thatn[ frac { d y } { d x } = - ( 1 + x ) ^ { - 2 } quad text { INCERT, CBSE } 20081 ]"
Trigonometric Substitution the Integral of sqrt(1 - x)/sqrt(x) | Math videos, Calculus, Integration by parts
Integral of sqrt(x+1)/x (substitution + partial fraction decomposition) - YouTube
if y= sqrt(1-x/1+x) prove that (1 – x^2)d y /dx + y = 0 - askIITians
