The given figure shows an isosceles \[\Delta ABC\] with\[AB=BC\]. Sides BC and AC are extended to S and T respectively, such that CS and CT along with ST form sides of \[\Delta CST\]. How can \[\Delta CST\] be classified

The given figure shows an isosceles \[\Delta ABC\] with\[AB=BC\]. Side

1.	The given figure shows an isosceles \[\Delta ABC\] with\[AB=BC\]. Sides BC and AC are extended to S and T respectively, such that CS and CT along with ST form sides of \[\Delta CST\]. How can \[\Delta CST\] be classified
A.	Acute - angled and scalene
B.	Acute - angled and isosceles
C.	Right - angled and scalene
D.	Right - angled and isosceles
Answer» D. Right - angled and isosceles

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The given figure shows an isosceles \[\Delta ABC\] with\[AB=BC\]. Sides BC and AC are extended to S and T respectively, such that CS and CT along with ST form sides of \[\Delta CST\]. How can \[\Delta CST\] be classified

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