If Y Mx+4 Is A Tangent. The given line equation is. Then equation of tangent is.
If y = m x + 4 is a tangent to both the parabolas, y 2 = 4 x and x 2 = 2 b y, then b is equal to. Find out the value of m.
If Line Y=Mx+1 Is A Tangent To F(X, Y)=0, Where F(X, Y) Is A Polynom Of Degree 2, Then F(X, Mx+1)=0 Have Exactly One Solution.
The value of m for which y = mx + 6 is a tangent to the hyperbola x2 100โ y2 49 =1 is.
For Parabola Y2 = 4X.
The correct answer is the given line equation is y = mx+4.
Position Of A Line W.r.t Hyperbola.
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The Given Line Equation Is.
From (i), we get x = y โ 1 m.(iii) by solving (ii) and (iii), y 2 = 4 (y โ 1 m) โ m y 2 โ 4 y + 4 = 0.(iv) so, if line (i).
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If y = m x + 4 is a tangent to both the parabolas, y 2 = 4 x and x 2 = 2 b y, then b is equal to.