Problem 5: An electric current of I=0.55 A flows through a long, straight wire. The wire lies in the plane of a rectangular area that has a pair of sides parallel to the wire. Refer to the diagram. The distance between the wire and the nearest side of the area is cm 0.026 m and the area's dimensions are a=0.012 m and b= 0.083 m, as shown. T

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Problem 5: An electric current of 1=0.55 A flows through a long, straight wire. The wire
lies in the plane of a rectangular area that has a pair of sides parallel to the wire. Refer to the
diagram. The distance between the wire and the nearest side of the area is c=0.026 m and the area's
dimensions are a = 0.012 m and b=0.083 m, as shown.
Find the magnetic flux, D, in T-m², through the area.
$=
sin()
cotan()
atan() acotan()
cosh()
cos()
asin()
tan() x (
acos() E
sinh()
tanh()
cotanh()
Degrees O Radians
keep deduction per hint. Hints remaining: 2
Submit
Hint
7 8
4 5
123
+ .
0
VO BACKSICE
9
6
A
I give up!
a
Otheexpertta.com
Transcribed Image Text:Problem 5: An electric current of 1=0.55 A flows through a long, straight wire. The wire lies in the plane of a rectangular area that has a pair of sides parallel to the wire. Refer to the diagram. The distance between the wire and the nearest side of the area is c=0.026 m and the area's dimensions are a = 0.012 m and b=0.083 m, as shown. Find the magnetic flux, D, in T-m², through the area. $= sin() cotan() atan() acotan() cosh() cos() asin() tan() x ( acos() E sinh() tanh() cotanh() Degrees O Radians keep deduction per hint. Hints remaining: 2 Submit Hint 7 8 4 5 123 + . 0 VO BACKSICE 9 6 A I give up! a Otheexpertta.com
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