In Figure, `/_X=62^0,/_X Y Z=54^0dot` If `Y O` and `Z O` are bisectors of `/_X Y Z` and `/_X Z Y` respectively of ` X Y Z ,` find `/_O Z Y` and `/_Y O Zdot`

In Fig. 6.40, /_X=62^@, /_X Y Z=54^@ . If YO and ZO are the bisectors of /_X Y Z and /_X Z Y respectively of DeltaX Y Z, find /_O Z Y and /_Y O Z .

If [(x-y-z),(-y+z),(z)]=[(0),(5),(3)] then the values of x,y and z are respectively

Which will have the maximum value of electron affinity O^(x),O^(y),O^(z) [x,y and z respectively are 0,-1 and -2] ?

A person travels three equal distances at a speed of x km/hr, y km/hr and z knyhr respectively. What is the average speed for the whole journey? (x y z)/(3(x y+y z+z x)) b. (x y z)/((x y+y z+z x)) c. ((x y+y z+z x))/(x y z) d. (3x y z)/((x y+y z+z x))

If x=y^(z), y = z^(x) and z=x^(y) , then

Evaluate a^(x - y), a^(Y - z), a^(z - x)

Let x, y, z are distinct cube roots of unity and the value of |[x,y-z,z-y],[x-z,y,z-x],[x-y,y-x,z]|=K then |K|

If matrix A=[(0, 2,y),( z, x, y),(-z, x-y, z)] satisfies A^T=A^(-1) , find x , y , zdot

If x(x+y+z) =4, y(x+y+z)=16 and z (x+y+z)=29 and x, y & z are positive numbers. Find x, y & z=?