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The voltage of a winding that is connected in star is 1 over the square root of three, 1 / 1.732, or 0.5774, of the voltage if that winding were connected in delta. This results in a star power of 1/3, or 0.3333, of the delta power.
Similarly, if you know the winding current in delta, you can calculate the star current by multiplying by 1.732.
This all presumes that the neutral point of the star is symmetrically centered in the middle of the phase triangle.
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Solve the equation and explain the steps you use to solve 31 744?
The equation 31 time 744 equals 23,064. All you have to do is add up 744 31 times.
What one step equation equals 31?
If: 31x = 31 then x = 1
What is the solution of the equation 124 equals v plus 31?
v+31 = 124 v = 124-31 v = 93
Saw the equation and explain the steps you use to saw 744 31?
The answer to 744 times 31 equals 23,064. To solve this all you have to do is add 744 31 times.
How do you solve the equation 4y plus 228 equals 352?
y = 31
Solve the equation and explain the steps you use to solve 31 744?
The equation 31 time 744 equals 23,064. All you have to do is add up 744 31 times.
What one step equation equals 31?
If: 31x = 31 then x = 1
What is a multi-step equation that equals 31?
2n+4=66
What is the next number in this equation 1 11 21?
31
What is the solution of the equation 124 equals v plus 31?
v+31 = 124 v = 124-31 v = 93
What value of z solves the equation z-31 equals 64?
If: z -31 = 64 then the value of z is 95
What is the equation for (-31) and (00)?
Points: (8, 2) and (0, 0) Slope: 1/4 or 0.25 Equation: y = 0.25x
Saw the equation and explain the steps you use to saw 744 31?
The answer to 744 times 31 equals 23,064. To solve this all you have to do is add 744 31 times.
How do you solve the equation 4y plus 228 equals 352?
y = 31
What is the value of x in the equation 31 equals x plus 19?
x = 12
What is the solution to this equation -5c plus 31 equals 1?
The value of c is 6
How do you make 31 using 1 2 3 4 only once?
Very simple answer. ((4³) ÷ 2) - 1 = 31. Let's check out equation to verify its solution is the desired number. ((4³) ÷ 2) - 1 = 31 (64 ÷ 2) - 1 = 31 32 - 1 = 31 31 = 31.
