ExamineAI
First page of Bangari Secondary School Form 1 Mathematics July 2022 Question Paper

Bangari Secondary School Form 1 Mathematics July 2022 Question Paper

Download and practise with this Bangari Secondary School Form 1 Mathematics July 2022 question paper. Useful for school exam revision, classroom practice, homework support, and preparation in Zimbabwe.

A free account is needed to download. Sign in or create one

Subject
Mathematics
Document
Question Paper
Paper
Paper 2
Time allowed
2 hours
Session
July
Year
2022
File
PDF, 329 KB

About this question paper

This is the Mathematics question paper for Paper 2 from July 2022. Use it for exam practice under timed conditions. Time allowed: 2 hours.

More Mathematics 2022 papers

Other years: Mathematics

Text from the first page

BANGARI SECONDARY SCHOOL MID YEAR EXAMINATION

FORM ONE MATHEMATICS PAPER 2
JULY 2022 SESSION 2 HOURS
INSTRUCTIONS TO CANDIDATES
WRITE YOUR NAME ON EVERY ANSWER SHEET PROVIDED
ANSWER ALL QUESTIONS
CALCULATORS ARE NOT ALLOWED
THE NUMBER OF MARKS IS GIVEN IN BRACKETS AT THE END OF EACH QUESTION
SHOW ALL NECESSARY WORKING
OMISSION OF ESSENTIAL WORKING WILL RESULT IN LOSS OF MARKS

MATHEMATICAL TABLES, SLIDE RULES AND CALCULATORS SHOULD NOT BE BROUGHT INTO THE EXAMINATION ROOM1 Simplify the following
(a) $874+727$
(b) $383+750$
(c) $693+631+671$
(d) $104-825$
(e) 2005-1229

[5]
2. Find the value of
(a) $\frac{1}{2} 0 f $ 72$
(b) $\frac{2}{5}$ of 6 m
(c) $20 \%$ of 1000 m
[6]
3. Add the following
(a) $3 w k s 4 d y s 12 h r s$ and $1 w k$ 6days $13 h r s$ giving the answer in wks days and hrs
(b) $1 w k 5 d 15 h r s 50 \min$ and $3 w k s 6 d 10 h r s 13 m i n s$ giving your answer in wks dys hrs and mins
(c) $3 h r s 15 \min 40 \mathrm{sec}$ and 1 hr 9 mins 40 sec giving the answer hrs mins and sec
4.What is the value
(a) 4 in 6402
(b) 2 in 6402
(c) 7 in 0,072
(d) 1 in 5,691
(e) 0 n 19,08

[5]
5. Express the following as products of their prime factors in index form
(a) 256
(b) 288
(c) 108

[6]

6(a) Find the H.C.F of 84; 108; and 60

[2]
(b) Find the L.C.M of 14; 21 and 18

[2]
7.Simplif the following
(a) $-2-(-3)=$
(b) $-8-4-2$
(c) $+3-(-4)+(-7)=$

[3]