Question

Suppose you’re solving an equation with expressions on either side. In which circumstances do you think solving algebraically would be a better strategy than graphing both sides of the equation and seeing where they intersect?

Answer 1

Explanation:

Solve an equation algebraically when graphing technology isn’t available and it’s possible to solve the problem by hand (algebraically). On a graph, it’s hard to determine solutions that don’t lie directly on the gridlines.

Answer 2

When the points or coordinates are in bigger values.