Am i on the right track

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In summary, the conversation discusses a homework problem involving the calculation of initial phase angle in radians and degrees, as well as determining the current at the first maximum value. The equations used include i=A*sin(ωτ+∅) and 100∏τ+0.6=∏/2. The final answer is 4.970178926*10^-3. However, there is an algebraic mistake in the solution for part b).
  • #1
steveandy2002
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Homework Statement


i = 15 sin(100π.t + 0.6)
a) I need to state the initial phase angel in rads and degrees.
b) I also need to work out current at first maximum value.

Homework Equations


i=A*sin(ωτ+∅)

The Attempt at a Solution



a) ∅=100∏*0+0.6
∅= 0.6 rads. ∴0.6*180/∏=34.37746771°

b) first current max =∏/2 rad's
100∏τ+0.6=∏/2
100τ+0.6=1/2
200τ+1.2=1
t=1/(200+1.2)
t=4.970178926*10^-3
 
Last edited:
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  • #2
You've made an algebraic mistake in your part b), but yes, you are on the right track. By the way, a thread like this belongs in the "Introductory Physics" forum, not the Calculus forum.
 
  • #3
Steely Dan said:
You've made an algebraic mistake in your part b), but yes, you are on the right track. By the way, a thread like this belongs in the "Introductory Physics" forum, not the Calculus forum.

where abouts did i go wrong?
 
  • #4
steveandy2002 said:
100∏τ+0.6=∏/2
100τ+0.6=1/2

:redface:
 
  • #5

i=A*sin(ωτ+∅)
i=15*sin(100π*(4.970178926*10^-3)+0.6)
i=15*sin(0.5+0.6)
i=15*sin(1.1)
i=12.93224277 amps

a) The initial phase angle is 0.6 radians or 34.37746771 degrees.
b) The current at the first maximum value is 12.93224277 amps.
 

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