Lynn Byrd, Greg Byrd and, Chris Pearce Solutions for Chapter: Collecting Data, Exercise 2: Exercise 6.1
Lynn Byrd Mathematics Solutions for Exercise - Lynn Byrd, Greg Byrd and, Chris Pearce Solutions for Chapter: Collecting Data, Exercise 2: Exercise 6.1
Attempt the practice questions on Chapter 6: Collecting Data, Exercise 2: Exercise 6.1 with hints and solutions to strengthen your understanding. Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access solutions are prepared by Experienced Embibe Experts.
Questions from Lynn Byrd, Greg Byrd and, Chris Pearce Solutions for Chapter: Collecting Data, Exercise 2: Exercise 6.1 with Hints & Solutions
A teacher asks learners to estimate the number of sweets in a jar. She makes two predictions:
- The estimates of the boys will be too big.
- The estimates of the girls will be too small.
How can she analyse the data?
Adekunle is investigating the number of emails people receive at work.
He makes the prediction: People get more emails on Mondays than on Fridays.
How can Adekunle collect data to test his predication?
Adekunle is investigating the number of emails people receive at work.
He makes the prediction: People get more emails on Mondays than on Fridays.
How can Adekunle analyse the results?
Sofia and Zara throw two dice and add the scores to get the total.
Sofia makes the predication: is the most likely total.
Zara makes the predication: All totals are equally likely.
They throw two dice times. Their results are shown in the table.
Explain why this is not a good way to record the results.
Sofia and Zara throw two dice and add the scores to get the total.
Sofia makes the predication: is the most likely total.
Zara makes the predication: All totals are equally likely.
They throw two dice times. Their results are shown in the table.
Show the frequencies for each number in a suitable table.
Sofia and Zara throw two dice and add the scores to get the total.
Sofia makes the predication: is the most likely total.
Zara makes the predication: All totals are equally likely.
They throw two dice times. Their results are shown in the table.
Show the results in a bar chart.
Sofia and Zara throw two dice and add the scores to get the total.
Sofia makes the predication: is the most likely total.
Zara makes the predication: All totals are equally likely.
They throw two dice times. Their results are shown in the table.
Is Sofia's prediction correct? Give a reason for your answer.
Sofia and Zara throw two dice and add the scores to get the total.
Sofia makes the predication: is the most likely total.
Zara makes the predication: All totals are equally likely.
They throw two dice times. Their results are shown in the table.
Is Zara's prediction correct? Give a reason for your answer.
