Question

3n^2+803n-45456=03n^2+803n-45456=0
Solve this one for me
No irrelevant answers otherwise I will report that answer​

Answer 1

Answer:

n = -911 / 3 , 36

Step-by-step explanation:

equation is 3n^2 + 803n - 32796

3n^2 - 108n + 911n - 32796

3n(n-36) + 911(n-36)

(3n+911) (n-36)

Zeroes are

( 3n+911 ) (n -36) = 0

n = -911/3 , 36

Answer 2

Step-by-step explanation:

Given equation is 3n^2+803n-45456=0

Apply quadratic formula,

n = -b ± √b²-4ac / 2a

here, a = 3, b = 803, c = -45456

n = -b + √b²-4ac / 2a , n = = -b - √b²-4ac / 2a

=> n = - 803 ± √ ( -803 )² - 4(3)(-45456) / 2(3)

=> n = - 803 ± √ (644809 + 545472) / 6

=> n = - 803 ± √ 1190281 / 6

=> n = - 803 ± 1091 / 6

=> n = - 803 + 1091 / 6 , n = - 803 - 1091 / 6

=> n = 288 / 6 , n = - 1894 / 6

=> n = 48 , n = - 947 / 3