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what is the simplified form of 3√ 5c x √ 15c^3
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3√5cx√15c3 Simplifies to: 25.980762c4x =25.980762c4x
Its simplifying radicals
Okay.
what do u think it is
I'm not sure, \[3\sqrt{5c} \times \sqrt{15c _{}^{3}} \]
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then it would simply to \[3\sqrt{75\times c \times c ^{3}}\]
actually no lol im not sure
@December25 You were on the correct path:\[3\sqrt{75 \times c ^{4}}\]just continue with further simplificagtion.
thanks i got it now
Factor the 75 so that it is a product of a perfect square and an integer. Then extract square roots.
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Show you work and I will critique.
\[3\sqrt{25\times 3 \times c ^{4}}\]
\[\sqrt{25c ^{4}} \times \sqrt{3}\]
\[15c ^{^{2}} \sqrt{3}\]
Very good.
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