Question

find the coordinates where the linear equation 4x minus 2 upon 3 Y = 27 meets at y axis​

Answer 1

Step-by-step explanation:

▶ As we have given the line meets at a y axis, equation of that line is 4x - (2 /3Y ) = 27

▶if the line meets at y axis then the x coordinate of that point where the line meet is zero.

therefor, x = 0

▶put the value of x = 0 in a given linear equation.

→ 4 (x) - (2/3y) = 27

→ 4 ( 0 ) -( 2 / 3y) = 27

→ (0 - 2 ) = 27 x 3y

→ -2 = 81y

y =- 2 / 81

therefor the coordinates where the linear equation 4x minus 2 upon 3 Y = 27 meets at y axis are

$\boxed{\textbf{\large{(x, y) = ( 0 , -2 / 81 )}}}$

Answer 2

Step-by-step explanation:

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