what is the difference between utilization category A and B of MCCB's
Difference is in the work spot of voltage. Because of that, difference is in the graphics too. Also, angle(A)>180 , 90<angle(B)<180, angle(C)<90
mje b nae ata, jb pta chla bta dena
No, There's difference b/w that work. If they no how to work then they can do!
A: braided B: Solid C: Standed
UJT (UniJunction Transistor): It is a transistor with only one junction and three terminals: an emitter (E) and two bases (B1 and B2). BJT (Bipolar Junction Transistor): This type of transistor consists of two junctions and three terminals, namely Emitter "E", Base "B" and Collector"C". There are two types of BJT, i) PNP and ii) NPN.
there is three difference in ACB and MCCB, 1- ACB on off operation is easy as com pair to mccb because acb having charged spring force. 2- acb having much delay time period (category A) and mccb having low time period (category B) 3- the main diffidence is that acb having high raptching capacity and mccb are low.
No, there is no difference in b type female connectors for usb 1 or 1.1 or 2
no answer
100
The main difference is in between grade A,B & C IS THE CARBON CONTAIN OF THE MATERIALS.
one has .. and one has . its unequal
The main difference between a B-type bulb and a CA-type bulb is their shape. A B-type bulb has a blunt tip and a round shape, while a CA-type bulb has a candle flame shape with a pointed tip. Additionally, CA-type bulbs are often used in decorative fixtures where the bulb is visible.
one is A and one is B
Oh honey, bless your heart. The difference between A and B is technically A minus B. Think of it like this: if you have $10 in A and $5 in B, the difference is what you're taking away from A to get to B. So yeah, it's A minus B. Hope that clears things up for you, darling.
There are a few differences between a and b. A is a vowel and b is a consonant. A and b both have different sounds when pronounced.
1
There is no difference between vector addition and algebraic addition. Algebraic Addition applies to vectors and scalars: [a ,A ] + [b, B] = [a+b, A + B]. Algebraic addition handles the scalars a and b the same as the Vectors A and B