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Chapter 15: Problem 20

Simplify. $$ 0-32 $$

Short Answer

Expert verified
-32

Step by step solution

01

Identify the Operation

The given expression is a subtraction operation where 0 is subtracted by 32.
02

Perform the Subtraction

Subtract 32 from 0. Perform the calculation: 0 - 32 = -32
03

Simplify the Result

The result of the subtraction is -32. No further simplification is required.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Basic Arithmetic
Understanding basic arithmetic is essential for solving math problems involving operations like addition, subtraction, multiplication, and division. In this exercise, we focus on subtraction. Subtraction involves taking one number away from another. For example, in the expression 0 - 32, 32 is being taken away from 0. The subtraction operation answers the question: 'How much less is the second number compared to the first?' Practicing basic arithmetic helps build a strong foundation for more complex math problems later on.
Negative Numbers
Negative numbers are numbers less than zero and are indicated by a minus (-) sign in front of them (e.g., -1, -2, -32). When performing subtraction, it's essential to understand how negative numbers work. In the expression 0 - 32, we subtract 32 from 0, resulting in -32. This result means that 32 is 32 units less than 0. Think of it as moving 32 steps left on a number line from zero, which places you at -32.
Simplification
Simplification in math means reducing a problem to its simplest form. In the expression 0 - 32, the subtraction is straightforward, so there isn't much to simplify. We start with identifying the operation and then perform it directly:
Subtraction: 0 - 32.
The resulting value is -32. Once we reach -32, no further steps are required because the expression is already simplified. Simplification ensures clarity and correctness in your final answer, making your math work neat and easier to understand.

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Most popular questions from this chapter

Rod is a pilot for Crossland Airways. He computes his flight time against a headwind for a trip of \(2900 \mathrm{mi}\) at \(5 \mathrm{hr}\). The flight would take \(4 \mathrm{hr}\) and \(50 \mathrm{min}\) if the headwind were half as great. Find the headwind and the plane's air speed.

Remove parentheses and simplify. $$ 3-2[5(x-10 y)-(3+2 y)] $$

Multiply. $$ -2(15-3 x) $$

Solve each system using the substitution method. $$ \begin{aligned} &9 x+2 y=3\\\ &3 x-6=y \end{aligned} $$

Simplify. $$ 2-\left(3^{3}+16 \div(-2)^{3}\right) $$
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