Math Question
![What is the following simplified product? Assume \( x \geq 0 \).
\[
\left(\sqrt{6 x^{2}}+4 \sqrt{8 x^{3}}\right)\left(\sqrt{9 x}-x \sqrt{5 x^{5}}\right)
\]
\( 3 x \sqrt{6 x}+x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2 x}+8 x^{5} \sqrt{10 x} \)
\( 3 x \sqrt{6 x}+x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2}+8 x^{5} \sqrt{10} \)
\( 3 x \sqrt{6 x}-x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2}-8 x^{5} \sqrt{10} \)
\( 3 x \sqrt{6 x}-x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2 x}-8 x^{5} \sqrt{10 x} \)](https://d3hlidq5bf9vg0.cloudfront.net/stunitas/0084/evxQAuPth0vtSBx0NDY23wJ5wZLZqpFDunqqXRcLfqiFTAW8WwembX6sfvDPzcK5_q.jpg "What is the following simplified product? Assume \( x \geq 0 \).
\[
\left(\sqrt{6 x^{2}}+4 \sqrt{8 x^{3}}\right)\left(\sqrt{9 x}-x \sqrt{5 x^{5}}\right)
\]
\( 3 x \sqrt{6 x}+x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2 x}+8 x^{5} \sqrt{10 x} \)
\( 3 x \sqrt{6 x}+x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2}+8 x^{5} \sqrt{10} \)
\( 3 x \sqrt{6 x}-x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2}-8 x^{5} \sqrt{10} \)
\( 3 x \sqrt{6 x}-x^{4} \sqrt{30 x}+24 x^{2} \sqrt{2 x}-8 x^{5} \sqrt{10 x} \)")
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