1. Represent statement as integers

2. Negative numbers on the number line
Zero
Negative integers
Positive integers
The numbers –1, –2, –3, … (to the left of zero) are called negative integers
The numbers 1, 2, 3,… (to the right of zero) as positive integers.
The new set of numbers …, -3, -2, -1, 0, 1, 2, 3,… are called Integers.
‘–’ symbol in front of a number is read as 'negative' or 'minus'.
For example, –5 is read as negative 5 or minus 5.
A number without a sign is considered as a positive number.
For example, 5 is considered as +5.

3. Represent statement as integers
The following statement represents positive and negative integers
Positive integer statement Negative Integer statement
50 m high means (+50) 150m low means (-150)
250m up means (+250) m down means (-175m)
Rs 200 deposit means (+Rs 200) Rs 300 withdrawal means (–Rs 300)
75m forward means (+75m) 200m backward means (-200m)
year 2018 AD means (+2018) year 500 BC means (-500)

4. Represent statement as integers
The following statement represents positive and negative integers
Positive integer statement Negative Integer statement
profit or gain of Rs 500 means (+Rs 500) loss of Rs 200 means (–Rs 200)
50m above sea level means (+50m) m below sea level means )(-200m)
Rise of 200 C means (+ 200 C) fall of 100 C means (- 100 C)
Rs 500 earning means (+ Rs 500) Rs 200 spending means (–Rs 200)

5. Try these Represent the statement below as integer
2 floors above the ground floor
A deposit of Rs 200
500m below sea level
A Profit of Rs 500