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IT Specialist HTML5 Application Development Sample Questions:

1. You need to use a flexbox so that new content you add to the container appears at the highest point on a vertical list. You want to achieve this goal without specifying an order. Which value should you use for flex- direction?

A) column-reverse
B) column
C) row-reverse
D) row

2. Which markup segment uses the output element to display the combined value of two input elements in HTML5?

A) < form > < input type= " number " name= " a " value= " 50 " / > + < input type= " number " name= " b
" value= " 50 " / > = < output name= " c " for= " a b " > < /output > < /form >
B) < form oninput= " c.value=a.value+b.value " > < input type= " number " name= " a " value= " 50 " / >
+ < input type= " number " name= " b " value= " 50 " / > = < output name= " c " for= " a b " > < /output
> < /form >
C) < form oninput= " a.value+b.value " > < input type= " number " name= " a " value= " 50 " / > + < input type= " number " name= " b " value= " 50 " / > < /form >
D) < form > < input type= " number " name= " a " value= " 50 " / > + < input type= " number " name= " b
" value= " 50 " / > = < output name= " c " for= " a b " > a+b < /output > < /form >

3. Which markup segment creates an SVG ellipse?

A) < svg height= " 140 " width= " 500 " > < ellipsp x= " 200 " y= " 80 " rx= " 100 " ry= " 50 " fill= " green
" stroke-width= " 2 " / > < /svg >
B) < svg height= " 140 " width= " 500 " > < ellipse cx= " 200 " cy= " 80 " x= " 100 " y= " 50 " fill= " green " stroke-width= " 2 " / > < /svg >
C) < svg height= " 140 " width= " 500 " > < ellipse x= " 200 " y= " 80 " x= " 100 " y= " 50 " fill= " green " stroke-width= " 2 " / > < /svg >
D) < svg height= " 140 " width= " 500 " > < ellipse cx= " 200 " cy= " 80 " rx= " 100 " ry= " 50 " fill= " green " stroke-width= " 2 " / > < /svg >

4. Which two functions support 2D transformations in CSS3? Choose 2.

A) matrix()
B) skew()
C) move()
D) scroll()

5. Which JavaScript method is used to draw a circle on a canvas?

A) circle
B) arc
C) bezierCurveTo
D) ellipse

Solutions: