Factored Completely, M5+m3-6m Is Equivalent To 1 M - Gauthmath
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Etapa 1: Calcular a distância AC. Dado que AC = 30m e $\tan 70^{\circ }= \frac{AC}{3}$, temos que AC = 3 * $\tan 70^{\circ }$ = 3 * 2,75 = 8,25m.
Etapa 2: Calcular a distância BC. Como $\tan 70^{\circ }= \frac{AC}{BC}$, temos que BC = $\frac{AC}{\tan 70^{\circ }}$ = $\frac{8,25}{2,75}$ = 3m.
Etapa 3: Calcular a largura do rio. A largura do rio é dada por AB = BC + CM = 3m + 3m = 6m.
†Answer: Responder: A largura do rio é de 6 metros. †Answer:
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