Observe the following statements: Assertion (A) : If vertices of a triangle are A(vec(a)), B(vec(b)), C(vec(c )), then length of altitude through A is (|vec(a) xx vec(b) + vec(b) xx vec(c)+ vec(c ) xx vec(a)|)/(|vec(b)-vec(c )|) Reason (R ): Area of triangle is Delta = (1)/(2) (Base) (Height) = (1)/(2) |vec(AB) xx vec(AC)|

Observe the following statements: Assertion (A) : If vertices of a tr

1.	Observe the following statements: Assertion (A) : If vertices of a triangle are A(vec(a)), B(vec(b)), C(vec(c )), then length of altitude through A is (\|vec(a) xx vec(b) + vec(b) xx vec(c)+ vec(c ) xx vec(a)\|)/(\|vec(b)-vec(c )\|) Reason (R ): Area of triangle is Delta = (1)/(2) (Base) (Height) = (1)/(2) \|vec(AB) xx vec(AC)\|
Answer» A, R are true, `R RARR A` A, R are true `R CANCEL(rArr) A` A is FALSE, R is true A is true, R is false Answer :A