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Given x = 4 sec(θ), express ln |θ| + cot(θ) + C in terms of x and simplify as much as possible. Select one: a. ln |θ| + cot(θ) + C = ln |arccot x 4| + √ 4 x2+16 + C b. ln |θ| + cot(θ)+C = ln | arcsec(4x)|+ √ 4 16x2-1 +C c. ln |θ|+cot(θ)+C = ln | arccot(4x)|+ √ 4 16x2+1 + C d. ln |θ| + cot(θ) + C = ln |arcsec x 4 | + √ 4 x2-16 + C

Given x = 4 sec(θ), express ln |θ| + cot(θ) + C in terms of x and simplify as much as possible. Select one: a. ln |θ| + cot(θ) + C = ln |arccot x 4| + √ 4 x2+16 + C b. ln |θ| + cot(θ)+C = ln | arcsec(4x)|+ √ 4 16x2-1 +C c. ln |θ|+cot(θ)+C = ln | arccot(4x)|+ √ 4 16x2+1 + C d. ln |θ| + cot(θ) + C = ln |arcsec x 4 | + √ 4 x2-16 + C

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Given x = 4 sec(θ), express ln |θ| + cot(θ) + C in terms of x and simplify as much as possible. Select one: a. ln |θ| + cot(θ) + C = ln |arccot x 4| + √ 4 x2+16 + C b. ln |θ| + cot(θ)+C = ln | arcsec(4x)|+ √ 4 16x2-1 +C c. ln |θ|+cot(θ)+C = ln | arccot(4x)|+ √ 4 16x2+1 + C d. ln |θ| + cot(θ) + C = ln |arcsec x 4 | + √ 4 x2-16 + C

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