Statement I:  In a right angled triangle,  ${\sin }^2\mathrm{A}+{\sin }^2\mathrm{B}+{\sin }^2\mathrm{C}=2$
Statement II:  If α,ß are complimentary angles then ${\sin }^2\mathrm{\alpha }+{\sin }^2\mathrm{\beta }=1$
 

Both statements I and II are true, statement –II is not correct explanation for statement-I

Statement I is false and statement II is true.

Statement I is true and Statement II is false

Both statements I and II are true, statement –II is a correct explanation for statement-I