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A is on x-axis with abscissa 4 and B ≡ (−1, −12). Find the distance between A and B. - Mathematics

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Question

A is on x-axis with abscissa 4 and B ≡ (−1, −12). Find the distance between A and B.

Sum
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Solution

We need to find the distance between points:

Step 1: Recall the distance formula

A(4, 0) and B(−1,−12)

`"Distance" = sqrt((x_2 − x_1)^2 + (y_2 − y_1)^2)`

Step 2: Identify the coordinates

x1 = 4, y1 = 0

x2 = −1, y2 = −12

Step 3: Substitute values

`"Distance" = sqrt(((−1) −4)^2 + ((−12)−0)^2)`

`sqrt((−5)^2 + (−12)^2)`

`sqrt(25 + 144)`

`sqrt169`

= 13 units

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Chapter 21: Coordinate Geometry - EXERCISE 21C [Page 260]

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B Nirmala Shastry Mathematics [English] Class 9 ICSE
Chapter 21 Coordinate Geometry
EXERCISE 21C | Q 2. (i) | Page 260
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