Thie path of a train Als given by the syuation 3x + 4y - 12 = 0 and th

1.	Thie path of a train Als given by the syuation 3x + 4y - 12 = 0 and the path of another trainB is given by the equation 6x + 8y - 18 = . Represent this situation graphically..
Answer» Answer: EQUATION of path (A) : 3x+4y−12=0 ⇒x-intercept of (A) =4 ⇒y-intercept of (A) =3 ⇒Slope of (A) = 4 −3 Equation of path (B) : 6x+8y−48=0 ⇒x-intercept of (B) =8 ⇒y-intercept of (B) =6 ⇒Slope of (B) = 8 −6 = 4 −3 ⇒Both the paths are PARALLEL as there SLOPES are equal

Thie path of a train Als given by the syuation 3x + 4y - 12 = 0 and the path of another trainB is given by the equation 6x + 8y - 18 = . Represent this situation graphically..

Answer»

Answer:

EQUATION of path (A) : 3x+4y−12=0

⇒x-intercept of (A) =4

⇒y-intercept of (A) =3

⇒Slope of (A) =

−3

Equation of path (B) : 6x+8y−48=0

⇒x-intercept of (B) =8

⇒y-intercept of (B) =6

⇒Slope of (B) =

−6

−3

⇒Both the paths are PARALLEL as there SLOPES are equal

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Thie path of a train Als given by the syuation 3x + 4y - 12 = 0 and the path of another trainB is given by the equation 6x + 8y - 18 = . Represent this situation graphically..​

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Thie path of a train Als given by the syuation 3x + 4y - 12 = 0 and the path of another trainB is given by the equation 6x + 8y - 18 = . Represent this situation graphically..