field-b-2-i-3-k-t-the-surface-area-vector-is-a-40-k-m2-what-is-the-magnetic-flux

Question

A flat surface of area 4.04.0 m2	ext{m}^2 is in a magnetic field B→=(2i^+3k^)\overrightarrow{B}=\left(2\hat{i}+3\hat{k}ight) T	ext{T}. The surface area vector is A→=4.0k^\overrightarrow{A}=4.0\hat{k} m2	ext{m}^2. What is the magnetic flux?

Accepted Answer

1212 Wb	ext{Wb}

Answer

88 Wb	ext{Wb}

Answer

2020 Wb	ext{Wb}

Answer

00 Wb	ext{Wb}

A flat surface of area 4.04.0 m2\(\text{m}\)^2 is in a magnetic field B→=(2i^+3k^)\(\overrightarrow{B}\)=\(\left\)(2\(\hat{i}\)+3\(\hat{k}\)\(\right\)) T\(\text{T}\). The surface area vector is A→=4.0k^\(\overrightarrow{A}\)=4.0\(\hat{k}\) m2\(\text{m}\)^2. What is the magnetic flux?

A flat surface of area $4.0$ $m^{2}$ is in a magnetic field $\vec{B} = (2 \hat{i} + 3 \hat{k})$ $T$ . The surface area vector is $A right arrow equals 4.0 k hat$ $m^{2}$ . What is the magnetic flux?