
For me, approximation problems were some of the hardest and slowest problems on the test. Even though in number sense you are allowed a 5% window, they can still be very difficult at times.
In general, if the answer is going to be "large" then there is a greater leniency in what you can do. If the answer is going to be "small" the 5% window will not be very much so you need to be more accurate.
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     (*) Adding a series of numbers (*PDF*)  | |
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     (**) Square roots (*PDF*)  | |
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     (**) Cube roots (*PDF*)  | |
(***) Evaluating en (*PDF*)  | |
(***) Evaluating pn (*PDF*)  | |
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     (**) Multiplying 2 large numbers (*PDF*)  | |
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     (**) Multiplying 3 numbers (*PDF*)  | |
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     (**) Dividing by specific numbers (*PDF*)  | |
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     (**) Multiplying by specific numbers (*PDF*)  | |
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     (**) Raising a number to a higher power (*PDF*)  | |
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     (***) Changing radians to degrees (*PDF*)  |