Aerospace Engineering > GATE 2025 > Calculus
The equation of a closed curve in two-dimensional polar coordinates is given by r = (2/√π)(1-sin θ). The area enclosed by the curve is ______ (answer in integer).

Correct : 6

Similar Questions

Using Trapezoidal rule with one interval, the approximate value of the definite integral: ∫12 dx/(1+x2) = _______ (rounded off to 2 decimal places).
#39 Fill in the Blanks
Given y = epxsin(qx), where p and q are non-zero real numbers, the value of the differential expression d2y/dx2 - 2p(dy/dx) + (p2+q2)y is
#44 MCQ
The volume of the solid formed by a complete rotation of the shaded portion of the circle of radius R about the y-axis is kπR3. The value of k is:
#45 MCQ

Related Topics

closed curve polar coordinates area enclosed curve GATE Aerospace Engineering 2025 aerospace engineering gate integral polar coordinates area enclosed polar equation GATE 2025 question 42 polar area calculation

Unique Visitor Count

Total Unique Visitors

Loading......