9 $\sqrt{\Box}$
verify stokes theorem for the function F(x,y)=5x^2+6xy+7 in the region bounded by x^2+y^2=1
1. Solve the differential equation (e
y
x โ
x
e
x +
1
1+x2 )dx + e
x dy = 0.
3.05 รท7
6 x 2 - (3 + 4) + 6
3 $\sqrt{\ 3}$ -- $\sqrt{\ 27}$
3.05 / 7
a. In a data n=12 ฮฃ๐ฅ = 180 ฮฃ๐ฅ
2 = 3000 find Variance and standard deviation
-17y^2+25=-18^2-47
Solve (|โ1 + 4| + |โ5 + 1|) + |15 โ 1|
