Solved

Find the Slopes of Two Lines Tangent to the Parametric

Question 50

Multiple Choice

Find the slopes of two lines tangent to the parametric curve x = Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , + Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , - 6t + 1,y = Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , + t - 4 at the point Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , on the curve.


A) 2, -3
B) - Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , , Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - ,
C) -6, - Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - ,
D) Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , , - Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - ,
E) - Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - , , Find the slopes of two lines tangent to the parametric curve x = + - 6t + 1,y = + t - 4 at the point on the curve. A) 2, -3 B) - , C) -6, - D) , - E) - ,

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