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Multiply the monomials and simplify for (4i2)(8i3)(7i5)

Simplify monomial term number 1: (4i2)
No simplification is needed, our monomial is still (4i2)

Simplify monomial term number 2: (8i3)
No simplification is needed, our monomial is still (8i3)

Simplify monomial term number 3: (7i5)
No simplification is needed, our monomial is still (7i5)

Our modified expression is: (4i2)(8i3)(7i5)
Group constants:
4 x 8 x 7 = 224

Group variables:
i2 + 3 + 5 = i10

Build our final answer:
(4i2)(8i3)(7i5) = 224i10