Data Handling (IMO- Mathematics Olympiad Class 8): Questions 58 - 58 of 58

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On the basis of the given graph, answer the following questions

Draw a line chart below to show this data. Show your scale on the vertical axis and label the bars.

{"chart":{"plotBackgroundColor":null,"plotShadow":true,"backgroundColor":"transparent","width":600},"title":{"text":"Times(Sec) vs. Distance from starting point(meters)"},"tooltip":{"pointFormat":"{series.name}: {point.y}"},"credits":{"enabled":false},"xAxis":{"type":"linear","title":{"text":"Times(Sec)"}},"yAxis":{"type":"linear","title":{"text":"Distance from starting point(meters)"}},"plotOptions":{"series":{"allowPointSelect":true,"cursor":"pointer"}},"legend":{"floating":true,"backgroundColor":"white","borderColor":"silver","borderWidth":1,"shadow":true},"series":[{"type":"line","name":"Times(Sec) vs. Distance from starting point(meters)","data":[[0,50],[4,0],[6,50],[8,0]],"colors":[{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#7cb5ec"],[1,"rgb(48,105,160)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#434348"],[1,"rgb(0,0,0)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#90ed7d"],[1,"rgb(68,161,49)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#f7a35c"],[1,"rgb(171,87,16)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#8085e9"],[1,"rgb(52,57,157)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#f15c80"],[1,"rgb(165,16,52)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#e4d354"],[1,"rgb(152,135,8)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#2b908f"],[1,"rgb(0,68,67)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#f45b5b"],[1,"rgb(168,15,15)"]]},{"linearGradient":{"x1":0,"y1":0,"x2":0,"y2":1},"stops":[[0,"#91e8e1"],[1,"rgb(69,156,149)"]]}],"_colorIndex":0,"_symbolIndex":0}]}
Created with Highcharts 4.2. 3Times (Sec) Distance from starting point (meters) Times (Sec) vs. Distance from starting point (meters) Times (Sec) vs. Distance from starting point (meters) 0246801020304050606Times (Sec) vs. Distance from starting point (meters): 50

Question number: 58 (4 of 4 Based on Passage) Show Passage

» Data Handling

MCQ▾

Question

The total distance travelled during 6 seconds, is________.

Choices

Choice (4) Response

a.

50 m

b.

150 m

c.

100 m

d.

0 m

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