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2. How many point/s do the tangent line intersect the graph by illustrating? A. Four B. Three C. Two D. One 4. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a Line C. Equation of a Line D. Tangent of a Line 5. What is the equation of the tangent line to y = x² at x = 1? A. y - 4 = 4(x - 2) B. y = 4x + 4 C. y = -4x - 4 D. y = 4x – 4

2. How many point/s do the tangent line intersect the graph by illustrating? A. Four B. Three C. Two D. One 4. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a Line C. Equation of a Line D. Tangent of a Line 5. What is the equation of the tangent line to y = x² at x = 1? A. y - 4 = 4(x - 2) B. y = 4x + 4 C. y = -4x - 4 D. y = 4x – 4

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Sana po masagot lahat. Kung hindi po sasagutin lahat dahil nga sa company policy n’yo, paki-explain nalang po para ako nalang yung sasagot. Maraming salamat po! Topic: Slope of the Tangent Line to a Curve
2. How many point/s do the tangent line intersect the graph by illustrating? A. Four B. Three C. Two D. One 4. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a Line C. Equation of a Line D. Tangent of a Line 5. What is the equation of the tangent line to y = x² at x = 1 ? A. y - 4 = 4(x – 2) B. y = 4x + 4 C. y = -4x – 4 D. y = 4x – 4 7. Find the slope-intercept form of the tangent line to f(x) = Vx at x = 4. А. у - 2 %3Dх - 4) B. y +2 =(x + 4) C. y =+1 D. y =- 1 8. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a line C. Equation of a line D. Tangent of a line 9. Which of the following is interpreted as the instantaneous rate of change? A. Derivative of a function B. Slope of a line C. Equation of a line D. Tangent of a line 10. Which of the following is true about derivative? A. A derivative of a function describes the steepness of a line as a relationship between the change in y -values for a change in the x - values. B. A derivative of a function is a representation of the rate of change of one variable in relation to another at a given point on a function. C. A derivative of a function a line intersecting the graph at exactly one point. It is found by constructing the line, through a point that is perpendicular to the segment. D. A derivative of a function a line that touches a curve at a point, matching the curve's slope there.
Transcribed Image Text:2. How many point/s do the tangent line intersect the graph by illustrating? A. Four B. Three C. Two D. One 4. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a Line C. Equation of a Line D. Tangent of a Line 5. What is the equation of the tangent line to y = x² at x = 1 ? A. y - 4 = 4(x – 2) B. y = 4x + 4 C. y = -4x – 4 D. y = 4x – 4 7. Find the slope-intercept form of the tangent line to f(x) = Vx at x = 4. А. у - 2 %3Dх - 4) B. y +2 =(x + 4) C. y =+1 D. y =- 1 8. What is the representation of the rate of change of one variable in relation to another at a given point on a function? A. Derivative of a function B. Slope of a line C. Equation of a line D. Tangent of a line 9. Which of the following is interpreted as the instantaneous rate of change? A. Derivative of a function B. Slope of a line C. Equation of a line D. Tangent of a line 10. Which of the following is true about derivative? A. A derivative of a function describes the steepness of a line as a relationship between the change in y -values for a change in the x - values. B. A derivative of a function is a representation of the rate of change of one variable in relation to another at a given point on a function. C. A derivative of a function a line intersecting the graph at exactly one point. It is found by constructing the line, through a point that is perpendicular to the segment. D. A derivative of a function a line that touches a curve at a point, matching the curve's slope there.
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