Question

The coordinates of two points are A (3, 4) and B (-2,5). Then (abscissa A - (abscissa B) = ?​

Answer 1

The required value is 5.

Step-by-step explanation:

Since we have given that

A( 3,4) and B(-2,5)

As we know that

abscissa is the coordinate of x-axis.

so, Abscissa of A would be = 3

and Abscissa of B would be = -2

So, Abscissa A - Abscissa B

= 3 - (-2)

= 3 + 2

= 5

Hence, the required value is 5.

# learn more:

If the coordinates of the two points are A(-2,5) and B(-7,8) then find (abscissa of B)-(abscissa of A)

https://brainly.in/question/3910604

Answer 2

$The \: coordinates \: of \: two \: points \:are \\A(3,4) \: and \: B(-2,5)$

$Abscissa \: of \: point \: A \\= X - coordinate \: of \: point \: A \\= 3$

$Abscissa \: of \: point \: B\\= X - coordinate \: of \: point \: B \\= -2$

$Value \: of \: ( Abscissa \: of \: A - Abscissa \:B)\\= 3 - ( -2 ) \\= 3 + 2 \\= 5$

Therefore.,

$\red { Value \: of \: ( Abscissa \: of \: A - Abscissa \:B)}$

$\green { = 5 }$

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