Calculate the following: 32 + (–2)2, √144, and √(32 + 42).
32 + (–2)2 = 9 + 4 = 13.
Three squared is 3 × 3 = 9, minus two squared is (–2) × (–2) = 4.
√144 = 12.
Twelve twelves are 144.
√(32 + 42) = √(9 + 16) = √(25) = 5
First we evaluate the bracket, according to the BODMAS rule. Within the the bracket, we do "powers of" first, then we add. Square root is a power, as we shall see later in Powers. We do this next. (In this case, of course, there is nothing else to do anyway.)
(If you just said, "Easy, that's the 3-4-5 triangle of Pythagoras' theorem", good for you! You may not need me.)
To Martin Bland's M.Sc. index.
This page maintained by Martin Bland.
Last updated: 27 September, 2007.