2. Solve the equation (for z): (2z – 1)° = i . [Hint: First solve the equation w = i.]

Q: Evaluate ff, (x2 + y²)dxdy for the figure below: A (0.5,2) y (1,2) y=4x y=2

A:

Q: 12. (20t+5)° 15t°

A: We know that angle on the line is 180°So, 20t+5+15t=180°

Q: A. y(x² + y²)dx + x(3x² – 5y²)dy = 0; whenx = 2,y = 1.

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Q: dy Q:2) Solve the following equation dx y

A: The objective is to solve the given differential equation.

Q: I. Determine the points of intersection

A: Given,                y=x2         and          y=x+1

Q: y - and v- 6. y" - 3y + 2y = 2x2 + e* + 2xe + 4e

A:

Q: if it was rexityi+zkand ger)= where r-1F/ The value of vq she

A: The detailed solution is given below Thank you

Q: Given that X:Y=a:2 and 2(3a-2)=5. Find the value of (3x² /a) - (Y² /XY)

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Q: 2. Find BD. 73 C 17 B D.

A: Solution Question 2 Given,  CD = 73 BC = 17  We have to find the length of BD.

Q: 2 +3 z4 – 222 +1 +e/dz, C: |z- i – 1| = 2, CCW. 8. Evaluate C

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Q: Line l1 has equation 2x + y – 10 = 0. Line l2 is perpendicular to l1 and crosses the x-axis at the…

A: Co-ordinate Geometry: