$A100-W(watt)$ light bulb has resistance $R=145(ohms)$ when attached $to$ household current, where voltage varies $as$

$V=V_{0}sin(2ft),$ where $V_0=110V,f=60Hz.$ The power supplied $to$ the bulb $isP=\frac{V^2}{R}\frac{J}{s}(joules$ per second$)$ and the total

energy expended over a time period $0,T(in$ seconds$)is$

$U={\displaystyle \underset{0}{\overset{T}{}}}P(t)dt$

Compute $Uif$ the bulb remains $on$ for $6$ hours.

$(Use$ decimal notation. Give your answer $to$ one decimal place.$)$

$U$:

Incorrect Answer