Welcome back to my blog. Today I will show you something that we have done in school. We made a graph for maths and ask question on a piece of paper, in are classroom but not the whole school only are class. They were lots of option to pick are own graph. So I picked the one that is what is your favourite thing to do on the weekend?. So there were five option you could watch a movie, visit a friend, go shopping, play outside and sleep late. Their were 13 people who picked sleep late, 4 people who picked play outside, 2 people want to watch a movie, 5 people to visit a friend and 2 people who wants to go shopping. We also need to put it in are google sheet so we can compare to a pie graph and a bar graph. Here it is. Tell me in the comment down bellow what you like to do in the weekend. BYE:).
I am a student at in Uru Mānuka. In 2020 I was a year 7 and in 2021 I will be a year 8. This is a place where I will be able to share my learning with you. Please note....some work won't be edited - just my first drafts, so there may be some surface errors. I would love your feedback, comments, thoughts and ideas.
Tuesday, March 12, 2019
Making a graph!
Hello everyone,
Welcome back to my blog. Today I will show you something that we have done in school. We made a graph for maths and ask question on a piece of paper, in are classroom but not the whole school only are class. They were lots of option to pick are own graph. So I picked the one that is what is your favourite thing to do on the weekend?. So there were five option you could watch a movie, visit a friend, go shopping, play outside and sleep late. Their were 13 people who picked sleep late, 4 people who picked play outside, 2 people want to watch a movie, 5 people to visit a friend and 2 people who wants to go shopping. We also need to put it in are google sheet so we can compare to a pie graph and a bar graph. Here it is. Tell me in the comment down bellow what you like to do in the weekend. BYE:).
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)
Welcome back to my blog. Today I will show you something that we have done in school. We made a graph for maths and ask question on a piece of paper, in are classroom but not the whole school only are class. They were lots of option to pick are own graph. So I picked the one that is what is your favourite thing to do on the weekend?. So there were five option you could watch a movie, visit a friend, go shopping, play outside and sleep late. Their were 13 people who picked sleep late, 4 people who picked play outside, 2 people want to watch a movie, 5 people to visit a friend and 2 people who wants to go shopping. We also need to put it in are google sheet so we can compare to a pie graph and a bar graph. Here it is. Tell me in the comment down bellow what you like to do in the weekend. BYE:).
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