Question

for the given quadratic equation 5x+3y=5 state the root​

Answer 1

Answer:

$(A)(1,0)$ is the root of the quadratic equation $5x+3y=5$.

Step-by-step explanation:

The values of x that fulfill the quadratic equation $ax^2 + bx + c = 0$ are referred to as the equation's roots. They are the values of the variable ($x$) needed to solve the equation.

      For $(A)(1,0)$

$5(1)+3(0)=5$

$5+0=5$

$5=5$

It is the root of $5x+3y=5$

A quadratic function's roots are the $x$-coordinates of its $x$-intercepts. Due to its two degrees, a quadratic equation can only have a maximum of two roots. There are numerous ways to locate the roots of quadratic equations.

• Determining factors
• Quadratic Equation
• Finished the square
• Graph

To learn more details about linear equations, Visit:

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