Question

find the equation of an ellipse,the lengths of whose major and minor axes are 10 and 8 units respectively. ​

Answer 1

Answer:

tje equation of an ellipse, tje leanths of whose

Answer 2

$\huge{\mathcal{\underline{\boxed{\purple{S}\green{O}\pink{L}\blue{U}\purple{T}\green{I}\red{O}\green{N}\pink{!}}}}}$

$\bold{\gigi{GIVEN:-}}}$

$\bold{\arial{LENGTH\:OF\:MAJOR\:AXIS=10UNIT}}}$

$\bold{\arial{LENGTH\:MINOR\:AXIS=8UNIT}}}$

$\bold{\arial{TO FIND:- EQUATION OF ELLIPSE}}}$

$\bold{\mathcal{2a=10}}}$

$\bold{\mathcal{a=5}}}$

$\bold{\mathcal{2b=8}}}$

$\bold{\mathcall{b=4}}$

∴(x²÷25)+(y²÷16)=1

${\blue{\underline{\purple{\mathabb{HENCE\:THIS\:IS\:YOUR\:REQUIRED\:EQUATION}}}}}$

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