How do you write the following statements as integers: 4 degrees below zero, 20,000 legues under the sea, a gain off 11 yards in football, and a loss of $36,000.
-4
-20000
+11
-36000
yourwelcome
45/44,5/4,12/11 in increasing order
To write the statements as integers, we need to understand the concept of positive and negative numbers.
Positive numbers represent quantities greater than zero. They are usually written without a sign. Examples of positive numbers are 20,000 and 11.
Negative numbers represent quantities less than zero. They are written with a negative sign (-) before the number. Examples of negative numbers are -4, -20,000, and -36,000.
Now, let's write the statements as integers:
1. 4 degrees below zero: This statement implies that the temperature is 4 degrees below freezing point or zero degrees Celsius. Since it is below zero, we represent it as a negative number. Therefore, 4 degrees below zero is written as -4.
2. 20,000 leagues under the sea: "Leagues" here is a unit of measurement. Since it is under the sea, it implies going beneath sea level, which is also considered below zero. Therefore, 20,000 leagues under the sea is written as -20,000.
3. A gain of 11 yards in football: In football, gaining yardage is usually seen as a positive achievement. Therefore, a gain of 11 yards is written as +11.
4. A loss of $36,000: Losses, be it in financial terms or any other context, are considered negative. Therefore, a loss of $36,000 is written as -36,000.
To summarize:
- 4 degrees below zero: -4
- 20,000 leagues under the sea: -20,000
- A gain of 11 yards in football: +11
- A loss of $36,000: -36,000