Question

find two different solution of the equation 5 x minus 3 Y is equals to 19​

Answer 1

Answer:

We are asked to find out two different solutions of the given equation:

• 5x - 3y = 19

Required solution:

~ Firstly let us put x as 0 in eqⁿ!

→ 5x - 3y = 19

→ 5(0) - 3y = 19

→ 0 - 3y = 19

→ -3y = 19

→ y = 19/-3

→ y = -6.33

• Henceforth, coordinates (0,-6.33)

This is first required solution for the given equation!

~ Now let us put y as 0 in eqⁿ!

→ 5x - 3y = 19

→ 5x - 3(0) = 19

→ 5x - 0 = 19

→ 5x = 19

→ x = 19/5

→ x = 3.8

• Henceforth, coordinates (3.8,0)

The is the second required solution for the equation! $\:$