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winterrs12
17.10.2020 •
Mathematics
3) simplifique as expressões abaixo e se possível?
a)
Solved
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Ответ:
Passo 1:
→![\frac{{5}^{3} \times {5}^{4} \times5}{ {5}^{5} }](/tpl/images/0816/0276/d7b83.png)
Passo 2:
→![\frac{ {5}^{3 + 4 + 1} }{ {5}^{5} }](/tpl/images/0816/0276/f4102.png)
Passo 3:
→![\frac{ {5}^{8} }{ {5}^{5} }](/tpl/images/0816/0276/c626d.png)
Passo 4:
→![{5}^{8 - 5}](/tpl/images/0816/0276/fdf88.png)
Passo 5:
→![{5}^{3}](/tpl/images/0816/0276/e99ee.png)
Passo 6:
→![\orange{125✓}](/tpl/images/0816/0276/f4aae.png)
Parte 2:Passo 1:
→![{( {3}^{2} \times {3}^{5} )}^{3 } \times {3}^{15}](/tpl/images/0816/0276/60bd3.png)
Passo 2:
→![{( {3}^{2 + 5} )}^{2} \times {3}^{15}](/tpl/images/0816/0276/50218.png)
Passo 3:
→![{3}^{7 \times 2} \times {3}^{15}](/tpl/images/0816/0276/756bc.png)
Passo 4:
→![{3}^{14} \times {3}^{15}](/tpl/images/0816/0276/27de1.png)
Passo 5:
→![{3}^{14+15}](/tpl/images/0816/0276/1c70f.png)
Passo 6:
→![{3}^{29}](/tpl/images/0816/0276/ef3ae.png)
Passo 7:
→![\orange{22876792454961✓}](/tpl/images/0816/0276/1304d.png)
espero que tenha ajudado você
Ответ: