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I added the below picture for clarity I'm trying to figure out how to find the angle between the red line and the blue line, but I have no idea how to start.
Worksheet to facilitate seeing how relative frequency changes as you conduct more trials and hence experimental probability hypothetically should become closer to theoretical probability. A good idea may be to then collate all the classes re. Turnitin provides instructors with the tools to prevent plagiarism, engage students in the writing process, and provide personalized feedback. A KS3 investigatory activity worksheet looking at three number patterns: Kaprekar’s Sequence, Pascal’s Triangle and Fibonacci Sequence. Students investigate the patterns, and make predictions on subsequent terms.
I have a feeling that this somehow involves physics? I have not taken physics past the grade 10 level so I don't really have a clue as to how to even start D: Someone willing to help?
After tinkering around and looking around, I'm now stuck on how to find the angle between the parabola and the x-axis. I am doing HL math in the IB curriculum and we are expected to use similar to 1st year uni math for this exploration.
I am not sure if I'm asking this right, but I was wondering if anyone had ideas as to what else I can further research about parabolas for a math investigation I am doing for class?
Right now, I am thinking of connecting parabolas to water fountains, and possibly trying to find the 'optimal' angle of a parabolic arc to produce the 'nicest' water fountain shape.
Also, I was thinking of varying the angle of the parabola and investigating how that affects the shape. I just don't know if this is too elementary, as I am in a higher level math class and my teacher wants me to be more mathematically sophisticated. Also, regarding my angle idea, I'm still trying to find out how to actually go about that: P Does anyone have any suggestions as to what else can be investigated?
Also, I have looked into the angry birds game ideas and it is too common, so I can't do that.A KS3 investigatory activity worksheet looking at three number patterns: Kaprekar’s Sequence, Pascal’s Triangle and Fibonacci Sequence.
Students investigate the patterns, and make predictions on subsequent terms. 14 December The OCC has closed.
After many years of faithful service to the IB, the online curriculum centre (OCC) has been replaced with a new suite of applications — you can access them from your My IB login page.
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Worksheet to facilitate seeing how relative frequency changes as you conduct more trials and hence experimental probability hypothetically should become closer to theoretical probability.
A good idea may be to then collate all the classes re.
The Group 5: Mathematics subjects of the IB Diploma Programme consist of four different mathematics courses. To earn an IB Diploma, a candidate must take one of the following four mathematics courses: Mathematical Studies SL (Standard Level), Mathematics SL, Mathematics HL (Higher Level) or Further Mathematics HL.
Further Mathematics HL can also be taken as an elective in addition to.