Question Solved1 Answer Question Find the area of the region pictured below that is bounded by the functions u(y) = y - 3 and v(y) = y? - 2y - 13. Find the area by integrating along the y-axis. Enter your answer as an exact answer A 7 5 1 -10 151 13 TO 0 1 Sorry, that's incorrect. Try again?

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Transcribed Image Text: Question Find the area of the region pictured below that is bounded by the functions u(y) = y - 3 and v(y) = y? - 2y - 13. Find the area by integrating along the y-axis. Enter your answer as an exact answer A 7 5 1 -10 151 13 TO 0 1 Sorry, that's incorrect. Try again?
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Transcribed Image Text: Question Find the area of the region pictured below that is bounded by the functions u(y) = y - 3 and v(y) = y? - 2y - 13. Find the area by integrating along the y-axis. Enter your answer as an exact answer A 7 5 1 -10 151 13 TO 0 1 Sorry, that's incorrect. Try again?
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#{:[" given:- "],[u(y)=y-3],[v(y)=y^(2)-2y-13]:}First we shall find intersection peint{:[y-3=y^(2)-2y-13],[y^(2)-3y+10=0],[(y+2)(y-5)=0],[y=-2" and "5]:}Thes area enelosed gimen as.{:[A=int_(-2)^(5)[v(y)-u(y)*]*dy],[=int_(-2)^(5)(y^(2)-2y-13)-(y-3)*dy],[=int_(- ... See the full answer