Question

`\sf\frac{{96}^(84)}{{96}^(82)}=...`​

Answer 1

Answer with step by step

1). you must know divided characteristic in eksponen

`\sf {a}^(x) / {a}^(y) = \mathbf{ {a}^(x - y) }`

2). after that, enter the number to subtract

`\bf{ \frac{ {96}^(84) }{ {96}^(82) } } \\ \\ \sf{ { = 96}^(84 - 82) } \\ \mathfrak{= {96}^(2) } \\ \mathbf{ = 96 * 96} \\ \bold{= 9.216}`

Answer 2

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`\sf\frac{{96}^(84)}{{96}^(82)}=... \\`

`\sf = {96}^(84) / {96}^(82)`

`\sf = {96}^(84 - 82)`

`\sf = {96}^(2)`

`\sf = 96 * 96`

`\sf = 9.216`

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