solve for x
9x² - 6a²x(a⁴_b⁴)=0
with steps
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9x^2 - 6a^2x*(a^4 - b^4) = 0
3x[3x - 2a^2*(a^4 - b^4)] = 0
3x = 0,
x = 0
3x - 2a^2*(a^4 - b^4) = 0
3x = 2a^2*(a^4 - b^4)
x = (2a^2*(a^4 - b^4))/3
X = 0, (2a^2*(a^4 - b^4))/3 ——> Answer
3x[3x - 2a^2*(a^4 - b^4)] = 0
3x = 0,
x = 0
3x - 2a^2*(a^4 - b^4) = 0
3x = 2a^2*(a^4 - b^4)
x = (2a^2*(a^4 - b^4))/3
X = 0, (2a^2*(a^4 - b^4))/3 ——> Answer
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