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![[Post New]](/templates/default/images/icon_minipost_new.gif) 19 May 2008 23:39:31 IST
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Please derive the equation xy=c2 for a rectangular hyperbola ?
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VINEET |
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 19 May 2008 23:41:27 IST
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its easy wait
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" I've shed many tears. But after, I realize, why am I crying? No matter how bad it got, it could be worse. No matter how much you think it's not going to be ok, eventually it will be. You just have to let it be."
EXPECT MORE FROM URSELF THAN FRM OTHERS AS EXPECTATION FRM OTHERS HURTS U WHILE FROM UR SELF INSPIRES U A lot |
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 19 May 2008 23:47:46 IST
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i assume u know abt asymptotes of hyperbola the asymp of x2/a2-y2/b2 are y = +_ b/a x angle b/w 2 asymp 2ab/a2-b2 but we know they are perp so a2=b2 a=b 2a=2b so it becomes x2-y2= a2 the asym are y=x and y=-x cont
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" I've shed many tears. But after, I realize, why am I crying? No matter how bad it got, it could be worse. No matter how much you think it's not going to be ok, eventually it will be. You just have to let it be."
EXPECT MORE FROM URSELF THAN FRM OTHERS AS EXPECTATION FRM OTHERS HURTS U WHILE FROM UR SELF INSPIRES U A lot |
this reply: 10 points
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 19 May 2008 23:52:24 IST
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they are inclined at 45degree wid transverse axis' if we rotate the coord axis by 45 in opp we get axis coinciding wid axis of hyperbola bt we are keeping origin fix x'=Xcos(-@) -Ysine(-@)= X+Y/root 2 @ is 45 degree new y coordinate y'= Xsine(-@)+ y cos( -@) = Y-X/root 2 cont
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" I've shed many tears. But after, I realize, why am I crying? No matter how bad it got, it could be worse. No matter how much you think it's not going to be ok, eventually it will be. You just have to let it be."
EXPECT MORE FROM URSELF THAN FRM OTHERS AS EXPECTATION FRM OTHERS HURTS U WHILE FROM UR SELF INSPIRES U A lot |
this reply: 15 points
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 19 May 2008 23:53:10 IST
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put value of x' and y' in x2-y2 = a2 u will get the answer
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" I've shed many tears. But after, I realize, why am I crying? No matter how bad it got, it could be worse. No matter how much you think it's not going to be ok, eventually it will be. You just have to let it be."
EXPECT MORE FROM URSELF THAN FRM OTHERS AS EXPECTATION FRM OTHERS HURTS U WHILE FROM UR SELF INSPIRES U A lot |
this reply: 5 points
(with 1 
in 1 votes ) [?]
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