Solve (5s 19) 43=9s^34

Evaluate

(5 s \times 19) \times 43 = 9 s^{3} \times 4

Remove the parentheses

5 s \times 19 \times 43 = 9 s^{3} \times 4

Multiply the terms

More Steps

4085 s = 9 s^{3} \times 4

Multiply the terms

4085 s = 36 s^{3}

Add or subtract both sides

4085 s - 36 s^{3} = 0

Factor the expression

s (4085 - 36 s^{2}) = 0

Separate the equation into 2 possible cases

s = 0 4085 - 36 s^{2} = 0

Solve the equation

More Steps

s = 0 s = \frac{4085}{6} s = - \frac{4085}{6}

Solution

s_{1} = - \frac{4085}{6}, s_{2} = 0, s_{3} = \frac{4085}{6}

Alternative Form

s_{1} \approx - 10.652334, s_{2} = 0, s_{3} \approx 10.652334

Solve the equation