Ex. 01 관련

• 1
  • 1.a
  • 1.b
  • 1.c
  • 1.d
  • 1.e
  • 1.f
  • 1.g
  • 1.h
  • 1.i
  • 1.j
• 2
  • 2.a
  • 2.b
  • 2.c
  • 2.d
  • 2.e
  • 2.f
  • 2.g
  • 2.h
  • 2.i
• 3
  • 3.a
  • 3.b
  • 3.c
  • 3.d
  • 3.e
  • 3.f
  • 3.g
  • 3.h
  • 3.i
  • 3.j
• 4
  • 4.a
  • 4.b
  • 4.c
  • 4.d
• 5
  • 5.b
  • 5.c

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1

PROBLEMS:

$$N_{\text{R}}\to{N}_{10}$$

1.a

Question

$$110101_2$$

Answer

1.b

Question

$$.110101_2$$

Answer

1.c

Question

$$137_8$$

Answer

1.d

Question

$$.137_8$$

Answer

1.e

Question

$$10_3$$

Answer

1.f

Question

$$.10_3$$

Answer

1.g

Question

$$432_5$$

Answer

1.h

Question

$$.432_5$$

Answer

1.i

Question

$$3\text{F}.4\text{A}_{16}$$

Answer

1.j

Question

$$\text{F}0.0\text{D}_{16}$$

Answer

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2

PROBLEMS:

$$N_{10}\to{N}_{\text{R}}$$

2.a

Question

$$27_{10}\to{N}_{2}$$

Answer

2.b

Question

$$0.27_{10}\to{N}_{2}$$

Answer

2.c

Question

$$27_{10}\to{N}_{5}$$

Answer

2.d

Question

$$.27_{10}\to{N}_{5}$$

Answer

2.e

Question

$$\tfrac{1}{3}_{10}\to{N}_{3}$$

Answer

2.f

Question

$$27_{10}\to{N}_{8}$$

Answer

2.g

Question

$$0.27_{10}\to{N}_{8}$$

Answer

2.h

Question

$$27_{10}\to{N}_{16}$$

Answer

2.i

Question

$$0.27_{10}\to{N}_{16}$$

Answer

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3

PROBLEMS:

$$N_{\text{R}1}\to{N}_{\text{R}2}$$

3.a

Question

$$1101011_2\to{N}_{16}$$

Answer

3.b

Question

$$11.01011_2\to{N}_{16}$$

Answer

3.c

Question

$$1101011_2\to{N}_{8}$$

Answer

3.d

Question

$$11010.11_2\to{N}_{8}$$

Answer

3.e

Question

$$10220_3\to{N}_{9}$$

Answer

3.f

Question

$$10.220_3\to{N}_{9}$$

Answer

3.g

Question

$$\text{FACE}_{16}\to{N}_{2}$$

Answer

3.h

Question

$$\text{BEEF}_{16}\to{N}_{4}$$

Answer

3.i

Question

$$\text{FEED}_{16}\to{N}_{8}$$

Answer

3.j

Question

$$1846_{9}\to{N}_{3}$$

Answer

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4

PROBLEMS: UNSIGNED RANGE

4.a

Question

$$\begin{matrix}\text{base }2&6\text{ digits}\end{matrix}$$

Answer

4.b

Question

$$\begin{matrix}\text{base }3&6\text{ digits}\end{matrix}$$

Answer

4.c

Question

$$\begin{matrix}\text{base }8&6\text{ digits}\end{matrix}$$

Answer

4.d

Question

$$\begin{matrix}\text{base }16&6\text{ digits}\end{matrix}$$

Answer

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5

PROBLEMS: 2's COMPLEMENT RANGE

5.b

Question

$$10\:\text{bits}$$

Answer

5.c

Question

$$16\:\text{bits}$$

Answer

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이찬희 (MarkiiimarK)

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