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Find the Distance of a Point (7 , 5) from Another Point on the X - Axis Whose Abscissa is -5. - Mathematics

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Question

Find the distance of a point (7 , 5) from another point on the x - axis whose abscissa is -5.

Sum
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Solution

Let the point on x - axis be (x , 0) given abscissa is -5.

∴ point is P (-5 , 0)

Let  (7 , 5) be point A 

AP = `sqrt ((7+5)^2 + (5 - 0)^2)`

`= sqrt (144 + 25)`

`= sqrt 169`

= 13 units

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Chapter 12: Distance and Section Formulae - Exercise 12.1

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Frank Mathematics - Part 2 [English] Class 10 ICSE
Chapter 12 Distance and Section Formulae
Exercise 12.1 | Q 32
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