Week 3 – Absolute value of a Real Number

“The absolute value of a real number is defined as the principal square root of the square of number.” This just means the absolute value of a real number is the square root of a squared number ex: \sqrt{(5^2)}=5 or \sqrt{(-5^2)}=5 Radicand after squaring and then square rooting (the absolute value of a real number) must be positive so you can find the absolute value of a negative or positive number.

EXP: |-6|=6

|6|=6

|7-2|=5 (if there’s an equation is in the brackets, you must solve before finding the absolute value)

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