Q
What is the main purpose of the lineTo method?

Answer & Solution

Answer: Option B
Solution:
The lineTo method draws a straight line from the current point.
Related Questions on Average

Which of the following statements about bezierCurveTo is correct?

A). It is used to draw straight lines.

B). It requires only two control points.

C). It is used to draw circles.

D). It is used to draw curves using control points.

Which method is used to draw a straight line from the current point?

A). moveTo

B). lineTo

C). arcTo

D). bezierCurveTo

When using bezierCurveTo, how many control points are required?

A). One

B). Two

C). Three

D). Four

What does the moveTo method do?

A). Moves the pen to a specified point without drawing anything.

B). Draws a straight line to a specified point from the current point.

C). Draws an arc between two points.

D). Draws a curve using a specified control point.

What is the purpose of the arcTo method?

A). To move the pen without drawing.

B). To draw a straight line.

C). To draw an arc between two points.

D). To draw a curve using control points.

How does bezierCurveTo differ from arcTo?

A). bezierCurveTo draws a straight line, while arcTo draws a curve.

B). bezierCurveTo and arcTo are the same.

C). bezierCurveTo draws a curve using control points, while arcTo draws an arc.

D). None of the above.

What happens if you use moveTo without subsequent drawing commands?

A). An error occurs.

B). Nothing visible happens.

C). A straight line is drawn.

D). A circle is drawn.

What does the bezierCurveTo method do?

A). Draws a circle.

B). Moves the pen to a specified point without drawing anything.

C). Draws a curve between two points using control points.

D). Draws a straight line to a specified point from the current point.

What is the purpose of the control points in bezierCurveTo?

A). To specify the start and end points of the curve.

B). To control the curvature of the curve.

C). To move the pen without drawing anything.

D). To draw a straight line.

When using arcTo, what parameters are required?

A). The starting point and the angle of the arc.

B). The starting point, the control point, and the ending point.

C). The starting point, the radius, and the end point.

D). The starting point, the ending point, and the radius.