`(5^(16) +16^5)(3^(17)-3^(10))(2^4-4^2)`
`=(5^(16)+16^5)(3^(17)-3^(10))(16-16)`
`=(5^(16)+16^5)(3^(17)-3^(10))0`
`=0`
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\(\left(5^{16}+16^5\right)\left(3^{17}-3^{10}\right)\left(2^4-4^2\right)\)
\(=\)\(\left(5^{16}+16^5\right)\left(3^{17-7}\right)\left(16-16\right)\)
\(=\left(5^{16}+16^5\right).3^7.0\)
\(=0\).
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(516+165)(317−310)(24−42)(516+165)(317−310)(24−42)
==(516+165)(317−7)(16−16)(516+165)(317−7)(16−16)
=(516+165).37.0=(516+165).37.0
=0=0.
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