Mathematics, 09.02.2021 18:50, gabbypittman20

If (x, y) is on the circle + ' = 9 and = = 3//2, then y = 9 - ? = 3//2. Thus the region over which the integral is to be taken consists of all (r, O) such that 0 SOS#/4 and (3/V2) sec 0 Sr S3.
Thus
dy dx -
Somova 1 dr do
+y?
(3 sec )/V2
-6 do do In sec 0 + tan01
In(V2+1).
V2
31

If (x, y) is on the circle + ' = 9 and = = 3//2, then y = 9 - ? = 3//2. Thus the region over

whic

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If (x, y) is on the circle + ' = 9 and = = 3//2, then y = 9 - ? = 3//2. Thus the region over which the integral is to be taken consists of all (r, O) such that 0 SOS#/4 and (3/V2) sec 0 Sr S3. Thus dy dx - Somova 1 dr do +y? (3 sec )/V2 -6 do do In sec 0 + tan01 In(V2+1). V2 31

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If (x, y) is on the circle + ' = 9 and = = 3//2, then y = 9 - ? = 3//2. Thus the region over which the integral is to be taken consists of all (r, O) such that 0 SOS#/4 and (3/V2) sec 0 Sr S3.
Thus
dy dx -
Somova 1 dr do
+y?
(3 sec )/V2
-6 do do In sec 0 + tan01
In(V2+1).
V2
31