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Let a curve y = y(x) be given by the solution of the differential equation 
If it intersects y-axis at y = -1, and the intersection point of the curve with x-axis is (, 0), then is equal to __________.
If it intersects y-axis at y = -1, and the intersection point of the curve with x-axis is (, 0), then is equal to __________.
Correct answer is '2'. Can you explain this answer?
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Most Upvoted Answer
Let a curve y = y(x) be given by the solution of the differential equa...
Put cos-1 (e-x) = θ, θ ∈ [0, π]
cos θ = e-x ⇒ 2 cos2 θ/2 - 1 = e-x
2(1 - e-x)1/2 = √2y + c (put given condition)
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Let a curve y = y(x) be given by the solution of the differential equa...
Put cos-1 (e-x) = θ, θ ∈ [0, π]
cos θ = e-x ⇒ 2 cos2 θ/2 - 1 = e-x
2(1 - e-x)1/2 = √2y + c (put given condition)
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Let a curve y = y(x) be given by the solution of the differential equationIf it intersects y-axis at y = -1, and the intersection point of the curve with x-axis is (, 0), then is equal to __________.Correct answer is '2'. Can you explain this answer?
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