<prompt> Ngola pseudocode ho bala metso ea quadratic equation.nan  <response>: Instruction in English: Write a pseudocode to calculate the roots of a quadratic equation. . Response in English: Pseudocode for calculating the roots of a quadratic equation:1. Define variables: a, b, c, discriminant, root_1, root_22. Ask the user to input the values for a, b, and c3. Calculate the discriminant using the formula: b2 - 4ac4. Check if the discriminant is greater than or equal to 0: 5. If it is, calculate the roots using the formula: a. root_1 -b sqrtdiscriminant2a b. root_2 -b - sqrtdiscriminant2a 6. Output the values of root_1 and root_27. If the discriminant is less than 0, output that the equation has no real roots. . Response in Sesotho: Pseudocode bakeng sa ho bala metso ea quadratic equation: 1. Hlalosa mefuta-futa: a, b, c, kgethollo, motso_1, motso_2 2. Kopa mosebedisi ho kenya boleng ba a, b, le c 3. Bala kgethollo o sebedisa foromo. : b2 - 4ac 4. Sheba hore na kgethollo e kholo ho feta kapa e lekana le 0: 5. Haeba e le teng, bala metso ka ho sebelisa foromo: a. motso_1 -b sqrtkhethollo2a b. motso_2 -b - sqrtdiscriminant2a 6. Hlahisa boleng ba motso_1 le motso_2 7. Haeba kgethollo e le ka tlase ho 0, tlhahiso ea hore equation ha e na metso ea sebele. 