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tabathahasaunicorn1
25.06.2019 •
Mathematics
Me find the simplified product ? math
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Ответ:
Fourth option![10x^{4}\sqrt{6}+x^{3}\sqrt{30x} -10x^{4}\sqrt{3}-x^{3}\sqrt{15x}](/tpl/images/0016/1842/136b9.png)
Step-by-step explanation:
First we open the bracket and then simplify the products in the given question.
Now we start the question.
⇒![2\sqrt{10x^{4}(15x^{4})}-2x\sqrt{5x^{2}(15x^{4})} +\sqrt{10x^{4}(3x^{3}) } -x\sqrt{5x^{2}(3x^{3})}](/tpl/images/0016/1842/251c8.png)
⇒![2\sqrt{150x^{8} }-2x\sqrt{75x^{6} }+\sqrt{30x^{7} } -x\sqrt{15x^{5} }](/tpl/images/0016/1842/5fe95.png)
⇒![2x^{4}\sqrt{150}-2x^{4} \sqrt{75}+x^{3}\sqrt{30x} -x^{3}\sqrt{15x}](/tpl/images/0016/1842/8d2d4.png)
⇒![2(x^{4})5\sqrt{6}-2(x^{4})5\sqrt{3}+x^{3}\sqrt{30x} -x^{3}\sqrt{15x}](/tpl/images/0016/1842/812de.png)
⇒![10x^{4}\sqrt{6}+x^{3}\sqrt{30x} -10x^{4}\sqrt{3}-x^{3}\sqrt{15x}](/tpl/images/0016/1842/136b9.png)
Ответ:
False
Explanation:
It will be more than one.