(a) Use the Standard Resistor Colour-Code Chart in Figure 1.0f to: (i) determine the numerical value, tolerance and acceptable resistance range for each colour-coded resistor listed in Table 1.0a, and (ii) identify the corresponding 4-band colour codes of each resistor value listed in Table 1.0b. (Note: 1 k = 1x10³Q2 = 1000 (2) Lab workspace Color of Bands 1st 2nd 3rd Resistor band band band 1 Orange Orange Black 2 Green Violet Yellow Blue Red 3 Red 4 Yellow Violet Orange Resistor Value 220 S2 +5% 620 2 + 2% 5.6 kΩ +2% 470 kΩ + 5% 1st band Color Code 4th band Red Gold None Silver Table 1.0a Value Tolerance (%) Colour of Bands 2nd band Table 1.0b 3rd band 4th band Range of Acceptable Values Minimum Maximum

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(a) Use the Standard Resistor Colour-Code Chart in Figure 1.0f to: (i) determine the numerical value, tolerance
and acceptable resistance range for each colour-coded resistor listed in Table 1.0a, and (ii) identify the
corresponding 4-band colour codes of each resistor value listed in Table 1.0b. (Note: 1 k
1000 £2)
1x103Ω =
Lab workspace
Resistor
1
2
3
4
Color of Bands
1 st
2nd
3rd
4th
band
band
band
band
Orange
Orange
Black Red
Green
Violet Yellow
Gold
Blue
Red
Red
None
Yellow Violet
Orange
Silver
Resistor
Value
220 S2
+5%
6202 +2%
5.6 kΩ + 2%
470 ΚΩ + 5%
1st
band
Table 1.0a
Color Code
Value Tolerance (%)
Colour of Bands
2nd
band
Table 1.0b
3rd
band
4th
band
Range of Acceptable Values
Minimum
Maximum
Transcribed Image Text:(a) Use the Standard Resistor Colour-Code Chart in Figure 1.0f to: (i) determine the numerical value, tolerance and acceptable resistance range for each colour-coded resistor listed in Table 1.0a, and (ii) identify the corresponding 4-band colour codes of each resistor value listed in Table 1.0b. (Note: 1 k 1000 £2) 1x103Ω = Lab workspace Resistor 1 2 3 4 Color of Bands 1 st 2nd 3rd 4th band band band band Orange Orange Black Red Green Violet Yellow Gold Blue Red Red None Yellow Violet Orange Silver Resistor Value 220 S2 +5% 6202 +2% 5.6 kΩ + 2% 470 ΚΩ + 5% 1st band Table 1.0a Color Code Value Tolerance (%) Colour of Bands 2nd band Table 1.0b 3rd band 4th band Range of Acceptable Values Minimum Maximum
1.5 Standard Resistor Color-Code
The resistance of a resistor determines how much current it will carry when a given voltage is applied across it. A
resistor is a passive electrical component to create specific resistance in the flow of electric current, commonly found
in almost all electrical networks and circuits. The unit of measure is Ohms (22), which is the resistance of a conductor
such that a constant current of one Ampere in it will produce a voltage of one Volt between its ends. Hence, the current
(I) through a resistor (R) is proportional to the voltage (V) across the resistor, and this is represented by Ohm's Law: I
= V/R. This expression can be used as V = I.R to calculate the voltage across the resistor, or as R = V/I to find the
resistance value.
Manufacturers specify a resistor's nominal resistance value and its tolerance using color-codes on the resistor. The
tolerance means that the actual value of the resistor is guaranteed to be within this amount of its nominal value. For
example, a resistor with its nominal value labelled as 1k2 + 5% means that the manufacturer guarantees the actual
resistance will be between 95002 and 10509. The standard resistor Color-Codes Chart¹ is illustrated in Figure 1.0f.
COLOR
Black
Brown
Red
Orange
Yellow
Green
Blue
Violet
Grey
White
1
2
3
4
5
6
VALUE of RESISTANCE
10⁰ = 1
10¹ 10
10 = 100
10³ 1,000
104
0
1
2
3
4
5
6
7
7
8
8
9
9
1st band 2nd band
= 10,000
10° = 100,000
10° = 1,000,000
10' = 10,000,000
10% = 100,000,000
10⁹ = 1,000,000,000
3rd band
^ ^ ^ ^
Example: => | Brown | Black | Red | Gold |
1
COLOR
Red
Gold
Silver
None
0 10² 5% => 10 x 10²0 = 1 k
Figure 1.0f: Standard Resistor Color-Code Chart
TOLERANCE
2%
5%
10%
20%
4th band
(with + 5% tolerance)
Transcribed Image Text:1.5 Standard Resistor Color-Code The resistance of a resistor determines how much current it will carry when a given voltage is applied across it. A resistor is a passive electrical component to create specific resistance in the flow of electric current, commonly found in almost all electrical networks and circuits. The unit of measure is Ohms (22), which is the resistance of a conductor such that a constant current of one Ampere in it will produce a voltage of one Volt between its ends. Hence, the current (I) through a resistor (R) is proportional to the voltage (V) across the resistor, and this is represented by Ohm's Law: I = V/R. This expression can be used as V = I.R to calculate the voltage across the resistor, or as R = V/I to find the resistance value. Manufacturers specify a resistor's nominal resistance value and its tolerance using color-codes on the resistor. The tolerance means that the actual value of the resistor is guaranteed to be within this amount of its nominal value. For example, a resistor with its nominal value labelled as 1k2 + 5% means that the manufacturer guarantees the actual resistance will be between 95002 and 10509. The standard resistor Color-Codes Chart¹ is illustrated in Figure 1.0f. COLOR Black Brown Red Orange Yellow Green Blue Violet Grey White 1 2 3 4 5 6 VALUE of RESISTANCE 10⁰ = 1 10¹ 10 10 = 100 10³ 1,000 104 0 1 2 3 4 5 6 7 7 8 8 9 9 1st band 2nd band = 10,000 10° = 100,000 10° = 1,000,000 10' = 10,000,000 10% = 100,000,000 10⁹ = 1,000,000,000 3rd band ^ ^ ^ ^ Example: => | Brown | Black | Red | Gold | 1 COLOR Red Gold Silver None 0 10² 5% => 10 x 10²0 = 1 k Figure 1.0f: Standard Resistor Color-Code Chart TOLERANCE 2% 5% 10% 20% 4th band (with + 5% tolerance)
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