Question

find the relationship independent of t from the following equation :
$x = \frac{a(1 - t {)}^{2} }{1 + t {}^{2} } and \: y = \frac{b(1 - t {}^{2} )}{2t {}^{2} }$
prove that a=b=c. ​ plz answer

Answer 1

Step-by-step explanation:

find the relationship independent of t from the following equation :

x = \frac{a(1 - t {)}^{2} }{1 + t {}^{2} } and \: y = \frac{b(1 - t {}^{2} )}{2t {}^{2} }x=

1+t

2

a(1−t)

2

andy=

2t

2

b(1−t

2

)

prove that a=b=c. plz answer