Solve the simultaneous equations. 5x+y=21, x-3y=9.

We commonly solve this via the method of substitution. We label each equation i and ii. We then solve the first equation i for a single variable. We then substitute this value into the secod equation, and solve this to get one value. We then use this value to solve the last variable.

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What is the gradient of the graph y = 3x^2 + 5x + 2, when x is 4?


Make y the subject of the formula 3y-p=h(2+y)


solve x/2 + 11 = 15


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