Solve for the magnetic flux through a loop with an area of 8.5 ✕ 10 -4 m2 found perpendicular to a magnetic field with magnitude 0.75 T.
ϕ=BAcosθ\phi=BAcos \thetaϕ=BAcosθ
Where B=0.75T;A=8.5×10−4θ=0B=0.75T; A= 8.5 \times 10^{-4} \theta =0B=0.75T;A=8.5×10−4θ=0
ϕ=0.75×8.5×10−4=6.375×10−4T.m2\phi = 0.75 \times 8.5 \times 10^{-4}=6.375 \times 10^{-4} T.m^2ϕ=0.75×8.5×10−4=6.375×10−4T.m2
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