Mathematics
Grade-2
Easy
Question
The number of children choose guitar is ________.
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)
- 15
- 10
- 20
- 25
Hint:
The visual display of data (often grouped) in the shape of vertical or horizontal rectangular bars, with the length of the bars corresponding to the measure of the data, is called a bar graph. Here we have given a bar graph and we have to find a number of children who choose a guitar.
The correct answer is: 15
Now we know that a graph is made up of vertices, or points, and edges, or lines connecting those vertices. Graphs come in a wide variety of forms in discrete mathematics.
The heights of the rectangular bars in a bar graph, which displays complete data, are proportionate to the values they indicate.
There are two types of a bar graph:
- Vertical Bar Graph
- Horizontal Bar Graph
Although the bars in bar graphs can be plotted either horizontally or vertically, the vertical bar graph is the one that is most frequently used.
Now we have given a bar graph which is a Vertical one. In that graph, there are 3 bars, Guitar, Drums, and Keyboards.
So we have asked how many children choose a guitar.
So from the graph, we can see that the bar of the guitar is touching the y-axis at 15.
So 15 students choose a guitar.
Here we used the concept of bar graphs and understood are different types of bar graphs. So 15 students choose a guitar. Although the bars in bar graphs can be plotted either horizontally or vertically, the vertical bar graph is the one that is most frequently used. So 15 students choose a guitar.