Solve the quadratic equation X2 + 6X − 7 = 0 using Sridharan's method.

We will solve equation 5: X² + 6X − 7 = 0 using Sridharan's method to find the roots of the parabola. Here, a=1, b=6, c=−7. Step 1: Multiply each side by 4a. 4(1)(X² + 6X − 7) = 4(1)(0); 4X² + 24X − 28 = 0 Rearrange to move the constant term to the right side: 4X² + 24X = 28 Step 2: Add b² to both sides to complete the square.

Solve the quadratic equation X2 + 6X − 7 = 0 using Sridharan's method.

We will solve equation 5: X² + 6X − 7 = 0 using Sridharan's method to find the roots of the parabola. Here, a=1, b=6, c=−7. Step 1: Multiply each side by 4a. 4(1)(X² + 6X − 7) = 4(1)(0); 4X² + 24X − 28 = 0 Rearrange to move the constant term to the right side: 4X² + 24X = 28 Step 2: Add b² to both sides to complete the square.

Solved: Solve the quadratic equation X2 + 6X − 7 = 0 using…

We will solve equation 5: $X^2 + 6X - 7 = 0$ using Sridharan's method to find the roots of the parabola.
Here, $a=1$ , $b=6$ , $c=-7$ .

Multiply each side by $4a$.
$4(1)(X^2 + 6X - 7) = 4(1)(0)$ $4X^2 + 24X - 28 = 0$
Rearrange to move the constant term to the right side:
$4X^2 + 24X = 28$
Add $b^2$ to both sides to complete the square.

Solve the quadratic equation X2 + 6X − 7 = 0 using Sridharan's method.

Step-by-step solution

Multiply each side by $4a$.

Add $b^2$ to both sides to complete the square.

Still stuck on this one?

More Mathematics Questions

Solve the quadratic equation X2 + 6X − 7 = 0 using Sridharan's method.

Step-by-step solution

Multiply each side by $4a$.

Add b2b^2b2 to both sides to complete the square.

Still stuck on this one?

More Mathematics Questions

Add $b^2$ to both sides to complete the square.