If z = f(x, y) then which of the following conditions will give us point of minima at a stationary pointrt - s2 > 0 and r > 0rt - s2 > 0 and r < 0rt-s² = 0rt- s²<0

If z = f(x, y) then which of the following conditions will give us poi

1.	If z = f(x, y) then which of the following conditions will give us point of minima at a stationary pointrt - s2 > 0 and r > 0rt - s2 > 0 and r < 0rt-s² = 0rt- s²<0
Answer» rt - s² > 0 and r > 0 is the condition of point of minima for function z = f(x, y) at stationary point.

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If z = f(x, y) then which of the following conditions will give us point of minima at a stationary pointrt - s2 &gt; 0 and r &gt; 0rt - s2 &gt; 0 and r &lt; 0rt-s² = 0rt- s²&lt;0

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If z = f(x, y) then which of the following conditions will give us point of minima at a stationary pointrt - s2 > 0 and r > 0rt - s2 > 0 and r < 0rt-s² = 0rt- s²<0