(5,3),(11,-5),(12,lambda)

If A(5,3),B(11,-5),P(12,lambda) and /_APB=90^(@) then lambda=

If A(5, 3), B(11, -5), P(12, lambda) and angle APB=90^(@) , then lambda=

If the four points (0,0),(1,1),(5,-5) and (6,lambda) are concyclic,find the value of lambda

Let R={(3,3),(5,3),(9,9),(12,12),(5,12),(3,9),(3,12),(3,5)} be a relation on the set A={3,5,9,12} Then,R is

Let A = {10,11,12,13,14} , B = {0,1,2,3,5} and f_(i) : A rarr B , I = 1, 2,3, state the type of function for the following (give reason ) : (i) f_(1) = {(10,1),(11,2),(12,3),(13,5),(14,3)} f_(2) {(10,1),(11,1),(12,1),(13,1),(14,1)} (iii) f_(3) = {(10,0),(11,1),(12,2),(13,3),(14,5)}

Find the values of lambda for which 3-lambda,-1,1-1,5-lambda,-11,-1,3-lambda]|=0

If {1/2(A-A'+1)}^-1=2/lambda[(lambda-13,-lambda/3,lambda/3),(-17,10,-1),(7,-11,5)] for A=[(-2,3,4),(5,-4,-3),(7,2,9)] , then lambda is

If {1/2(A-A'+1)}^-1=2/lambda[(lambda-13,-lambda/3,lambda/3),(-17,10,-1),(7,-11,5)] for A=[(-2,3,4),(5,-4,-3),(7,2,9)], then lambda is

If A = [(5,3),(4,2)], B = [(1,1),(-1,2)], C = [(-3,2),(-7,5)] find 2 A + 3 B - 4 C