Electric flux through a surface of area $100 m^{2}$ lying in the xy plane is (in V-m) if $\to E =^i + \sqrt{2}^j + \sqrt{3^k}$

Question

Electric flux through a surface of area 100 m-2- lying in the xy plane is -in V-m- vec-E-hat-i-sqrt-2-hat-j-sqrt-3hat-k-100141-4173-2200

Toppr Admin · Accepted Answer

Given -x2192-E-i-x221A-2-j-x221A-3-k- Area- -x2192-A-100-kElectric Flux-x2192-E-x2192-A-x21D2-Electric Flux-i-x221A-2-j-x221A-3-k-100-k-100-x221A-3-173-2

Electric flux through a surface of area $100 m^{2}$ lying in the xy plane is (in V-m) if $\to E =^i + \sqrt{2}^j + \sqrt{3^k}$
$100$
$141.4$
$173.2$
$200$

Given $\to E =^i + \sqrt{2}^j + \sqrt{3}^k$ , Area, $\to A = 100^k$
Electric Flux $= \to E . \to A$
$\Rightarrow Electric Flux = (^i + \sqrt{2}^j + \sqrt{3}^k) . (100^k) = 100 \sqrt{3} = 173.2$

Electric flux through a surface of area 100 m2 lying in the xy plane is (in V-m) if →E=^i+√2^j+√3^k100141.4173.2200

Given →E=^i+√2^j+√3^k, Area, →A=100^kElectric Flux=→E.→A⇒Electric Flux=(^i+√2^j+√3^k).(100^k)=100√3=173.2

Electric flux through a surface of area $100 m^{2}$ lying in the xy plane is (in V-m) if $\to E =^i + \sqrt{2}^j + \sqrt{3^k}$
$100$
$141.4$
$173.2$
$200$

Given $\to E =^i + \sqrt{2}^j + \sqrt{3}^k$ , Area, $\to A = 100^k$
Electric Flux $= \to E . \to A$
$\Rightarrow Electric Flux = (^i + \sqrt{2}^j + \sqrt{3}^k) . (100^k) = 100 \sqrt{3} = 173.2$