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Calculating the derivative of a function of the form $ax^n \ln(bx)$ using the product rule.

series of R and L and C

find Z (mag and Phase)

step find Xl

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(a) Read subscript notation to identify an element in a 3x3 matrix; (b) chose the correct subscripted name from a list for a given element in a 3x3 matrix.

Find the determinant of  a random (3x3) matrix.

Find the determinant of a random (2x2) matrix.

The student is shown a circuit diagram with three logic gates. It's always in the form (a OP b) OP (b OP c).

They have to fill in a truth table for the circuit. There is a step which expands the truth table, adding a column for each of the first two gates.

Multiple choice: select the correct (mxn) representation of the sizes of various matrices.

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