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Grade 7 Integers: Number Lines, Revision & Answers

Integers include zero, positive whole numbers and their negatives. A negative number can describe a position below a chosen reference, such as a temperature below zero. A change in that position is a different quantity. Keeping position and change separate helps you interpret an answer before calculating. These independent Junior School revision notes provide explanations and practice rather than an official assessment or a claim of full syllabus coverage.

Check the official KICD curriculum designs. SOMO explanations and practice are independent teaching guidance.

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Original independent learning guide. Not official KICD content.

Read a number line

On a horizontal number line, values increase to the right. Negative five is smaller than negative two because it lies farther to the left. The magnitude of a number describes its distance from zero; it does not tell you whether the number is positive or negative. Draw equal spaces between adjacent integers. Unequal spacing makes a diagram misleading and can produce a wrong estimate even when the labels look correct.

Worked example: a temperature increase

A temperature rises from minus 3 degrees to 5 degrees. It takes three steps to reach zero and another five to reach the final temperature, so the increase is 8 degrees. The final position is 5, but the change is 8. Write the calculation as 5 minus negative 3 equals 8. Check the meaning of the result: a rise should give a positive change.

Adding and subtracting a change

Starting at minus 4, adding 6 means move six steps right, arriving at 2. Starting at 3, adding negative 5 means move five steps left, arriving at minus 2. Subtracting a positive change reverses that change. Subtracting a negative change reverses a movement to the left, producing a movement to the right. Use a small drawing to justify the direction instead of remembering a sign slogan without its meaning.

Use mistakes to plan revision

Before calculating, predict whether the result should be larger or smaller than the starting value. Then check with a number line. If the prediction and answer disagree, review the meaning of the operation before repeating the arithmetic. Teachers can ask learners to explain two different starting positions with the same change. At home, attempt a short set and revisit only the method you could not explain; a long copied answer list does not show understanding.

Practice questions

  1. Calculate minus 7 plus 10.

  2. A temperature falls from 4 to minus 2 degrees. What is the change?

  3. Which is greater, minus 8 or minus 3?

Answers and explanations
  1. Move ten steps right from minus 7. The result is 3.

  2. Final minus initial: minus 2 minus 4 equals minus 6 degrees, a fall of 6 degrees.

  3. Minus 3 is greater because it lies farther right on the number line.

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