Further Mathematics

I have just studied why the order of the letters matters in a matrix product in my SS3 Fur

I have just studied writing out the full matrix of cofactors in my SS3 Further Mathematics

I have just studied finding the adjoint of a 2 by 2 matrix quickly in my SS3 Further Mathe

I have just studied the inverse of a diagonal matrix in my SS3 Further Mathematics class.

I have just studied showing that a system of concurrent forces is in equilibrium in my SS3

I have just studied locating the point of concurrence on a diagram in my SS3 Further Mathe

I have just studied the binomial probability formula in my SS3 Further Mathematics class.

I have just studied converting a value to a z-score in my SS3 Further Mathematics class. L

I have just studied the dot product of two perpendicular vectors in my SS3 Further Mathema

I have just studied raising a complex number to a power by de Moivre's theorem in my SS3 F

I have just studied differentiating one over x from first principles in my SS3 Further Mat

I have just studied the greatest height reached by a body thrown upwards in my SS3 Further

I have just studied the sum of the first n terms of a geometric progression in my SS3 Furt

I have just studied writing a recurring decimal as a geometric series in my SS3 Further Ma

Give me a matrix problem where A=[[3,0],[-1,2]], B=[[-4,5],[6,1]] and I have to subtract t

Give me a matrix problem where A=[[0,5,1],[2,-2,3],[4,1,0]], B=[[1,1,-1],[0,2,2],[-3,1,1]]

Show me how to multiply A=[[4,1,-2],[0,3,1],[2,-1,5]], B=[[1,0,2],[-1,2,3],[0,1,-1]] using

Set me a scalar multiplication question like A=[[-2,3],[1,0]], k=-3, let me attempt multip

Give me three different 3x3 matrices and ask me to test each one for symmetry using A = A^

I am in SS 3. Drill me with a WAEC-style question on multiplying a 2x3 matrix by a 3x2 mat