What are the four roots of $16\left(\cos \frac{8 \pi}{15}+i \sin \frac{8 \pi}{15}\right) ?$
Express the answers in trigonometric form.

Name: What are the four roots of $16\left(\cos \frac{8 \pi}{15}+i \sin \frac{8 \pi}{15}\right) ?$ Express the answers in trigonometric form.
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The Answer of What are the four roots of $16\left(\cos \frac{8 \pi}{15}+i \sin \frac{8 \pi}{15}\right) ?$
Express the answers in trigonometric form.

What Are the Four Roots Of 16(cos⁡8π15+isin⁡8π15)?16\left(\cos \frac{8 \pi}{15}+i \sin \frac{8 \pi}{15}\right) ?16(cos158π​+isin158π​)?

What Are the Four Roots Of $16\left(\cos \frac{8 \pi}{15}+i \sin \frac{8 \pi}{15}\right) ?$