# Área de Figuras Planas - Nível Difícil

Quiz by fjorge2015, updated more than 1 year ago
 Created by fjorge2015 almost 7 years ago
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### Description

Teste para conhecimento de áreas de figuras planas contendo exercícios de vestibulares

## Resource summary

### Question 1

Question
1) Resolva o seguinte problema:
• 100.π - 100
• 100.π - 25
• 75.π/2
• 50.π/3
• 75.π/4

### Question 2

Question
2) Resolva o seguinte problema:
• 16 (π - 2) cm²
• 16 (π - 4) cm²
• 18 (π - 2) cm²
• 18 (π - 4) cm²
• 20 (π - 2 ) cm²

### Question 3

Question
3) Resolva o seguinte problema:
• S = 3s
• S = 4s
• S = 5s
• S = 8s
• S = 9s

### Question 4

Question
4) Resolva o seguinte problema:
• S/2
• S/4
• S/8
• S/10
• S/12

### Question 5

Question
5) Determine a área sombreada da figura:
• K².(4-π)/2
• K².(4-π)/3
• K².(2-π)/2
• K².(4-π)/4
• K².(4-2π)/3

### Question 6

Question
6) Determine a área da figura sombreada:
• 4.(π-2)
• 8.(π-2)
• 5.(π-2)
• 8.(π-4)
• 4.(π-4)

### Question 7

Question
7) Resolva o seguinte problema
• (π.K²)/3
• (π.K²)/4
• (π.K²)/6
• (π.K²)/8
• (π.K²)/10

### Question 8

Question
8) Resolva o problema:
• a) 8 + π b) 8 - π
• a) 4 + π b) 8 - π
• a) 8 + π b) 4 - π
• a) 8 + 2.π b) 8 - π
• a) 8 + π b) 8 - 2.π

### Question 9

Question
9) Resolva o seguinte problema
• S1 = 2.S2
• S1 = 3.S2
• S1 = 4.S2
• S1 = S2
• S1 = S2/4

### Question 10

Question
10) Resolva o seguinte problema:
• S1 = S2
• S1 = 4.S2
• S1 = 5.S2
• S1 = S2/3
• S1 = S2/4

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