[PDF] NAPLAN 2010 Final Test Numeracy Year 7 calculator.pdf | Plain Text

7 year 2010 Use 2B or HB pencil only © ACARA, on behalf of \bhe Minis\berial Council for Educa\bion, Early Childhood Developmen\b and You\bh Affairs, 2010. 0:40 Time available for s\buden\bs \bo comple\be \bes\b: 40 minu\bes SeSSION 1 n AT ion Al A ssEss ME nT p Rog RAM li TERACY A nD n UMERACY NUM eraCy C al CU lat Or all OWe\b

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3 © MCEECDYA 2010 YEAR 7 NUMeraCy PraCtICe QUeStIONS P1 50, 100, 150, 200\,, 250, ? Which number comes\5 next in this sequ\5ence? 251 260300 350 P2 \bse numbers to writ\5e one dollar and s\5eventy-five cents. $ P3 268 cents equals dollars and cents. P4 Twenty-seven can be\5 written as 2 7 Seventy-six can be\5 written as Shade one bubble. Write your answer in the box. Write your answerin the boxes.

4 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 1 This is part of La\5ura’s school timet\5able. Monday TuesdayWednesday 8:45  am 10:30  am 10:45  am 12:15  pm 1:05  pm 2:00  pm English Room 9 English Room 15 Music Room 9 Recess Lunch Lunch Health Room 21 \brt Room 11 Sport Gym Science Room 22 Science Room 22 Lunch Recess Recess Mathematics Room 21 Mathematics Room 22 MathematicsRoom 15English Room 21 S\bar\b \bime What room is Laura in at\5 1:45 pm on Wednesday? Room 22 Room 21Room 15 Room 9 2 For 3 days, Bella m\5ade a tally of the\5 birds she saw in a pa\5rk. This table shows h\5er results. Monday Type of bird Wednesday Tuesday Kookaburra  Magpie Galah Rosella Which column on th\5e graph below show\5s the total number\5 of Galahs? Number of birds Birds in the park 0 2 4 6 8 Type of bird Shade one bubble.

5 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 3 A tap is dripping i\5nto a bucket. This table shows t\5he total number of\5 drops in the bucket \5after each minute.\5 Min utes Total n umber of dr ops 1 2 3 3 6 9 4 12 How many drops are in the bucket af\5ter 10 minutes? 15 202530 4 Joe made this desi\5gn by joining six \5tiles together. The tiles are grey on all faces. Which of these cou\5ld not be Joe’s design? 5 This shape is made\5 with 6 equilatera\5l triangles. 1  cm What is the perime\5ter of the shape? 6 cm 8 cm 10 cm 18 cm Shade one bubble.

6 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 6 Pineapples $1.80 each Orang es $0.65 each Alan buys 5 oranges\5 and one pineapple\5 from this market sta\5ll. How much does Alan pay for the f\5ruit altogether? $ . 7 Which of these is \5the best estimate \5for the mass of th\5is hammer? 30 grams 300 grams 30 kilograms 300 kilograms 8 This is part of th\5e map of High Street. Felix lives at num\5ber 2 which is the\5 1st house on the n\5orth side. Felix’s house 1 2 3 4 5 6 7 8911 10 High \btreet Main Road N What is the number\5 of the 18th house \5in High Street on the north s\5ide? 9 18 3638 Shade one bubble. Write your answer in the box.

7 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) Use the following information for questions 9 and\M 10. This table shows t\5he number of peopl\5e who attended spo\5rt training on weekdays over 4\5 weeks. DAILY ATTENDANCE Week 1 Monday Tuesday Wednesday Thu\bsday F\biday 56 77 55 35 28 44 82 52 41 24 39 75 59 37 32 63 58 67 39 24 Week 2 Week 3 Week 4 9 Which day had the \5greatest total atten\5dance over the 4 w\5eeks? Monday TuesdayWednesday Thursday 10 What was the mean \5(average) number o\5f people who atten\5ded sport training on \5Fridays? 24 262728 11 In a netball seaso\5n, Josie had 480 sh\5ots for goal. She scored 210 goals and mi\5ssed the rest. Josie’s success ra\5te of scoring goal\5s was less than 25% more than 25% but less\5 than 50% more than 50% but less\5 than 75% more than 75% Shade one bubble.

8 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 12 Kate saves the sam\5e amount of money \5each week. At the end of each\5 week she adds a p\5oint to this graph\5 of her total savi\5ngs. 0 0 50 100 150 200 250 678910 11 Total savings ($) Week Kate’s savings graph 1 2 3 4 5 What will be the exact total amount save\5d by Kate at the e\5nd of week 9? $ 13 Luke drew a shape with: • exactly 2 pairs of\5 parallel sides, a\5nd • exactly 2 acute an\5gles. Which drawing coul\5d be Luke’s? 14 Helen paid $4465 fo\5r some sheep. She paid the same \5amount of money fo\5r each sheep. The cost of each s\5heep was a whole n\5umber of dollars. Which of the follo\5wing could be the \5number of sheep Helen bought? 43 454749 Shade one bubble. Write your answer in the box. Sheep © Werribee Giants Bas\5eball Club Inc.

9 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 15 ? 25° 35° What is the size o\5f the shaded angle\5?115° 120° 130°145° 16 Last year 3684 peop\5le went to a music\5 festival. The number of peop\5le who went to the\5 festival this year was 2 3 of last year ’s figure. How many people we\5nt to the festival\5 this year? 1228 244224565526 17 The fractions 9 10 and 1 5 have been shaded \5on this fraction w\5all. One whole 1 5 1 5 1 5 1 5 1 5 1 10 1 10 1 10 1 10 1 10 1 10 1 10 1 10 1 10 1 10 What is 9 10 – 1 5 equal to? 8 5 7 10 8 10 9 10 Shade one bubble. Music Festival: Troy Cassar-Daley at the 2003 Galston Country Music Festival (Photo by Bob Howe).

10 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 18 A prize of $5934 is \5shared equally among 15\5 friends. How much does each\5 person get in dollars and cents? dollars and cents 19 Zoe is 3 years older than Sarah. Emma is 4 years older than Sarah. Which equation sho\5ws how Zoe’s age r\5elates to Emma’s a\5ge? Zoe’s age = Emma’s\5 age – 1 Zoe’s age = Emma’s\5 age + 1 Zoe’s age = Emma’s\5 age – 7 Zoe’s age = Emma’s\5 age + 7 20 Adam leaves home a\5nd cycles 6 km wes\5t, then 4 km north. He records this trip as 6W\5, 4N. Which of these trips takes Adam home again? 3W, 2N, 3W, 2N 2W, 2N, 4W, 6S 3E, 2S, 3E, 4S 2E, 2N, 4E, 6S 21 This diagram represents a 3D object.\5 The object is a hexagonal prism. hexagonal pyramid.\5 rectangular prism. \5 rectangular pyramid\5. homehome Shade one bubble. Write your answer in the boxes.

11 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 22 Which of these num\5bers is a multiple\5 of both 7 and 11? 711 7777117 7777 23 Harry has these L-\5shaped tiles. They are white on one sid\5e and black on the\5 other side. Harry wants to mak\5e a pattern with a\5ll the tiles white side up. Which one of these\5 patterns can Harr\5y not make? 24 Kim throws a standard 6-sided die. Which point on the\5 number line best \5shows the chance of Kim \5throwing a 2? 0 1 25 An electrician cal\5culates the price \5of a job using a s\5ervice fee and an amount per hour. This table shows s\5ome of the job pri\5ces. Hours 2456 Job price $160$252$298$344 How are the job prices c\5alculated? $80 service fee + $\540 per hour $80 service fee + $\580 per hour $68 service fee + \5$92 per hour $68 service fee + \5$46 per hour Shade one bubble.

12 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 26 This rectangular courtya\5rd measures 6 m by 8 m. A triangle is marke\5d out on the court\5yard. 6 m 8 m What is the area of the triangle\5? square metres 27 Jamie surveyed all\5 the Year 7 students at \5his school about t\5heir favourite spo\5rt. Favourite sport Number of students\M Baske\bball 85 Cricke\b 35 Foo\bball 55 ne\bball 75 Which sport did 3 o\5ut of every 10 Year 7 students cho\5ose as their favou\5rite? Basketball CricketFootball Netball 28 Dan has started to\5 cover a rectangular floor wi\5th tiles. The tiles are twice as long as\5 they are wide. The floor is 10 1 2 tiles wide and 18 1 2 tiles long. \bsing this pattern,\5 what is the total number of tiles D\5an will use to cov\5er the floor? Shade one bubble. Write your answer in the box. Write your answerin the box.

13 © MCEECDYA 2010 YEAR 7 NUMeraCy (CalCUlatOr allOWe\b) 29 Rob is building a \5brick wall that is\5 6 metres long. The length of a row of 15 bricks is \53.6 metres as shown. 3.6 metres How many bricks wi\5ll Rob need for a \5row 6 metres long? 30 A shoe shop has a s\5ale. Was $95 Sale price is 20% \foff Was $90 Sale price is 25% \foff What is the difference in the sale price\5s of these two pai\5rs of shoes? $ 31 A gardening company use\5s the following rule to calculate t\5he cost of sand. cost in dollars = ($49.50 × volume in cubic metres ) + ($5.90 × delivery distance in km ) Michelle paid the \5company $653 for 12 cubic metres of sand. What delivery dist\5ance was Michelle \5charged for? km 32 Pam’s new car uses\5 4.9 litres of fuel per 100 km. Her old car used 7\5.5 litres of fuel per 100 km. Pam pays $1.10 per l\5itre and drives 10 000 km each year. How much money wil\5l Pam save on fuel each year\5 with her new car?\5 $ St OP – eN\b OF teSt Write your answer in the box.