Math, asked by muskandelu867, 1 month ago

× अक्ष से बिंदु p(2,3) की दूरी है​

Answers

Answered by amitnrw
3

Given : बिंदु p(2,3)

Point p ( 2 ,3 )

To find : x अक्ष से बिंदु p(2,3) की दूरी

distance of point   p(2,3) from x axis

Solution:

x axis  equation is y = 0

0.x + 1.y + 0 = 0

perpendicular Distance of point  (x₁ , y₁) from line ax + by + c = 0 is given by

|  (a(x₁) + by₁ + c)/√a² + b² |

Hence distance of p(2,3)  from x axis    0.x + 1.y + 0 = 0

= |  (0(2) + 1(3) + 0)/√0² + 1² |

=  3

Hence distance of point   p(2,3) from x axis   is 3 units

x अक्ष से बिंदु p(2,3) की दूरी  3  है​

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Answered by pulakmath007
2

SOLUTION

TO DETERMINE

The distance of the point P(2,3) from X axis

EVALUATION

First Method :

Here the given point is P(2,3)

Now

Abscissa = 2 which is positive

Ordinate = 3 which is negative

So the point lies on 1st quadrant

Abscissa = 2

⇒ Distance from Y axis = 2 unit

Ordinate = 3

⇒ Distance from X axis = 3 unit

Second Method :

We draw a perpendicular from P on X axis

It cuts X axis at A(2,0)

Hence the required distance from X axis

= 3 - 0 unit ( Since Abscissa are same )

= 3 unit

Figure : Figure is referred to the attachment

FINAL ANSWER

The distance of the point P(2,3) from X axis

= 3 unit

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