Posted by **Anon.** on Tuesday, September 17, 2013 at 10:03am.

Matrices are as follows reading left to right:

X=MatrixForm{{0,1},{1,0}}

Y=MatrixForm{{0,-i},{i,0}}

Z=MatrixForm{{1,0},{0,-1}}

H=MatrixForm 1/sqrt(2){{1,1},{1,-1}}

S=MatrixForm{{1,0},{0,i}}

T=MatrixForm{{1,0},{0,exp(i(pi)/4)}}

v=MatrixForm{{alpha},{beta}}

Show by computation which of those matrices equals (1/sqrt(2))(X+Z) and which equals T^(2).

- Math -
**Steve**, Tuesday, September 17, 2013 at 2:05pm
S = T^2

H = 1/√2 (X+Z)

## Answer this Question

## Related Questions

- Math/Calculus - Solve the initial-value problem. Am I using the wrong value for ...
- Calculus - Please look at my work below: Solve the initial-value problem. y'' + ...
- Calculus Help - I have looked high and low to figure out how to start this ...
- Calculus - Second Order Differential Equations - Posted by COFFEE on Monday, ...
- Math Help please!! - Could someone show me how to solve these problems step by ...
- algebra - simplify by combining like terms: x sqrt(18) - 3 sqrt(8x)sqrd If <...
- Math - 1.Write the equation 5x+y-2=0 in normal form. 5x+y-2=0 5x+y=2 (add two to...
- Math: matrices - If A and B are both square n x n matrices, If AB = I, prove BA...
- Calculus - Second Order Differential Equations - Solve the initial-value problem...
- Calculus - Find the exact coordinates of the centroid. y = sqrt[x], y = 0, x = 9...