Question

order the following for the least to the greatest 16 power 25 ,8power 100, 3 power 500, 4 power 400, 2 power 600​

Answer 1

Answer:

Therefore $16^{25}$ < $8^{100}$ < $2^{600}$ < $3^{500}$ < $4^{400}$

Step-by-step explanation:

$16^{25}$ = $4^{100} = 2^{200}$

$8^{100} = 2^{300}$

$3^{500}$

$4^{400} = 2^{800}$

$2^{600}$

Therefore $16^{25}$ < $8^{100}$ < $2^{600}$ < $3^{500}$ < $4^{400}$

Answer 2

Answer:

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