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In this lesson, we will learn how to find the distance between two points on a number line by finding the algebraic difference as well as the midpoint between them.
Q1:
Using the given number line, write the expression that represents the distance between π΄ and π΅ .
Q2:
If the figure below represents the line of integer numbers, find the length of π· πΆ β π΅ π΄ considering a length unit = 1 c m .
Q3:
Q4:
Q5:
Q6:
On the given number line, points π΄ and π΅ represent the numbers 0 and 16, respectively. Determine the length of π΄ π΅ .
Q7:
Find the length of π΄ πΆ .
Q8:
Point π· bisects the segment between π΄ and π΅ . What number is π· at?
Q9:
Q10:
The given figure represents the number line of integers. Find the length of π· πΆ + the length of πΉ π΅ considering that a length unit is 1 cm.
Q11:
Q12:
Q13:
Q14:
For which of these number lines can the distance shown be written as | 8 β 1 | ?
Q15:
Consider the points π ( 4 , β 4 ) and π ( β 1 0 , 6 ) . Given that π is the midpoint of π π ,find π π .
Q16:
Given πΎ ( 9 , β 2 ) and πΆ ( β 3 , 4 ) and that πΉ is the midpoint of πΎ πΆ , find πΎ πΉ .
Q17:
Find the length of π΄ π΅ .
Q18:
Q19:
Q20:
Q21:
Q22:
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