Sevenoaks School Year 7 Sample Paper 2018
Questions & Answers
see similar topic questions:
solve this question in:
2 min 20 sec
see similar topic questions:
solve this question in:
2 min
see similar topic questions:
solve this question in:
1 min 45 sec
see similar topic questions:
solve this question in:
1 min 30 sec
Year:
2018
Total Duration:
1 hour
Number of Questions:
20
Instructions Given:
- Calculators are NOT allowed.
- Write your name and school on this sheet.
- Write your answers on the question paper in the space provided.
- There are 20 questions in this paper, try to answer all of them, but don’t worry if you don’t complete the paper. If you get stuck, just go on to the next question and if you have time at the end come back to the one(s) you left.
- There are 60 marks in total available for this paper. Marks for each question are shown in square brackets [ ] after the question.
- Show all your working. You may be awarded marks for correct working even if your final answer is incorrect, and a correct answer unsupported by correct working may not receive full marks.
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Question 20
When the hour is 04 or 14, the minutes can be 04, 14, 24, 34, 40–49 and 54 which is 15 possibilities for each hour
For the remaining 22 hours, the minutes must be 44
Which means the total is 2 x 15 + 22 = 52.
Please explain how does you answer come to only 4 times?
Hi pasy,
Thank you for your Comment.
The answer is 52 times, as is correctly solved by you.
The answer we have written in the solution is also 52 times.
Hope this helps!
Regards,
Pi Team.
Question:18
The answer is 3 ways right. If the square is added at the bottom left. There will be a diagonal line of symmetry.
Question 18 = 3 ways instead of 2. the diagonal line of symmetry when you add the block to the horizontal line
These are great papers and each question is answered in great detail.
Hey there!
Thank you for your comment.
We appreciate your feedback. We constantly work to enhance the user experience for our members.
Glad to know that our papers helped you.
Regards,
Pi Team
Question 18 – should be 3 ways