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# Worksheets of Application of Differentiation

Test your skills on Application of Differentiation by trying out Application of Differentiation worksheets. 3 Application of Differentiation worksheets available to gain expertise and excel in your grades. The worksheets on Application of Differentiation have been designed to offer a wide range of questions covering all details of the Application of Differentiation and are in compliance with the k-12 curriculum. Detailed answers will be provided after you have attempted the Application of Differentiation worksheet. Each worksheet will have around 10 questions and there are multiple worksheets available to try out.

• ## Length of Polar Curve worksheet

1. Find the length of a = θ    0 ≤ θ ≤ 1?
• ½  (√2 + (ln (1 + √2))
• ½  (√2 + (1 + √2)
• ½   (ln (1 + √2)
• √2 + (1 + √2)
2. What is the length of the segment a = 6 / (1 + cos r ), 0 ≤ r ≤ ?
• 6.000
• 6.428
• 7.248
• 7.000
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• ## Area of Polar Curves Worksheet

1. Calculate the area of inner loop for the graph of r = 1+ 2cos θ?
• π-(3√3)/2
• π+6√3/2
• -π-3/2
• π-6√3
2. Find the area by one leaf of the rose for r = cos 2θ?
• π+1/√2
• π/4-1/√2
• - π/4+4/√2
• π/4+4/√2
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• ## Slope of Polar Curves Worksheet

1. Identify the symmetries of the curve q = 4 + 4 cos Ćź?
• Symmetric at x-axis, not symmetric at y-axis and origin
• Symmetric at x-axis, y-axis and origin
• Not symmetric at x-axis, symmetric at y-axis and origin
• Not symmetric at x-axis, y-axis and origin
2. Identify the symmetries of the curve s = 6 + sinĆź?
• Symmetric at x-axis, not symmetric at y-axis and origin
• Symmetric at x-axis, y-axis and origin
• Not symmetric at x-axis, symmetric at y-axis and origin
• Not symmetric at x-axis, y-axis and origin
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