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Specifications:
|
Basic Functions |
Range |
Accuracy |
|
DC Voltage |
400mV/4V/40V/400V/1000V |
±(0.025%+5) |
|
AC Voltage |
4V/40V/400V/1000V |
±(0.4%+30) |
|
DC Current |
400mA/4000mA/40mA/400mA/10A |
±(0.1%+15) |
|
AC Current |
400mA/4000mA/40mA/400mA/10A |
±(0.7%+15) |
|
Resistance |
400Ω/4kΩ/40kΩ/400kΩ/4MΩ/40MΩ |
±(0.3%+8) |
|
Capacitance |
40nF/400nF/4mF/40mF/400mF/4mF/40mF |
±(1%+20) |
|
Celsius Temperature |
-40℃~1000℃ |
±(1%+30) |
|
Fahrenheit Temperature |
-40°F~1832°F |
±(1.5%+50) |
|
Frequency |
40Hz/400Hz/4kHz/40kHz/400kHz/4MHz/40MHz/400MHz |
±(0.01%+8) |
|
Duty Cycle |
10%~90% |
±(1%+30) |
|
(4-20mA)% |
0~100% |
±(1%+50) |
|
Data Storage |
9999 |
|
|
AC frequency response |
100kHz |
|
|
Max Display |
40000 |
|
|
Power |
9V Battery (6F22) |
|
Features:
Details:



Size in Detail:
How to Use A Digital Multimeter To Test A Resistor:
Digital Multimeters have many functions that are useful. One of the things Digital multimeters are very capable of performing is testing components. This article will show you how to use your digital multimeter to test a resistor. Resistors are typically 2 terminal components whose main purposed is to limit current to other components. A voltage drop occurs between the two terminals and resistance can be calculated using Ohm' s Law R=V/I; where R = resistance, V = voltage, and I = current.
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