Find first quadrant area bounded by the curves using integration : y = arctanx, y=π/4 and x=0. Question Find first quadrant area bounded by the curves using integration :y = arctanx, y=π/4 and x=0. in progress 0 Math Gabriella 4 days 2021-10-10T02:58:57+00:00 2021-10-10T02:58:57+00:00 1 Answer 0 views 0

## Answers ( )

: The boundaries y = arc tan x, y=π/4 and x=0.GivenFind first quadrant area bounded by the curves given.To find:Solution:upper limit is y₂ = π/4 and lower limit is y₁ = 0∫ tanx dx (here upper limit is y₂ = π/4 and lower limit is y₁ = 0)0.346Answer:So the area bounded is 0.346 sq. units.