GRAPHS, FUR1 2016 VCAA 8 MC
Megan walks from her house to a shop that is 800 m away.
The equation for the relationship between the distance, in metres, that Megan is from her house `t` minutes after leaving is
`text(distance) = {(100t, 0 <= t <= 6),(\ 600, 6 < t <= a),(quadkt, a < t <= 10):}`
If Megan reaches the shop 10 minutes after leaving her house, the value of `a` is
- `7.0`
- `7.5`
- `8.0`
- `8.5`
- `9.0`
GRAPHS, FUR1 2016 VCAA 6 MC
GRAPHS, FUR1 2016 VCAA 5 MC
The feasible region for a linear programming problem is shaded in the diagram below.
The equation of the objective function for this problem is of the form
`P = ax + by`, where `a > 0` and `b > 0`
The dotted line in the diagram has the same slope as the objective function for this problem.
The maximum value of the objective function can be determined by calculating its value at
- point A.
- point B.
- point C.
- point D.
- any point along line segment BC.
GEOMETRY, FUR1 2016 VCAA 8 MC
A string of seven flags consisting of equilateral triangles in two sizes is hanging at the end of a racetrack, as shown in the diagram below.
The edge length of each black flag is twice the edge length of each white flag.
For this string of seven flags, the total area of the black flags would be
- two times the total area of the white flags.
- four times the total area of the white flags.
- `4/3` times the total area of the white flags.
- `16/3` times the total area of the white flags.
- `16/9` times the total area of the white flags.
GEOMETRY, FUR1 2016 VCAA 4 MC
All towns in the state of Victoria are in the same time zone.
Mallacoota (38°S, 150°E) and Portland (38°S, 142°E) are two coastal towns in the state of Victoria.
On one day in January, the sun rose in Mallacoota at 6.03 am.
Assuming that 15° of longitude equates to a one-hour time difference, the time that the sun was expected to rise in Portland is
- 5.31 am.
- 5.55 am.
- 6.03 am.
- 6.11 am.
- 6.35 am.
CORE, FUR1 2016 VCAA 24 MC
Mai invests in an annuity that earns interest at the rate of 5.2% per annum compounding monthly.
Monthly payments are received from the annuity.
The balance of the annuity will be $130 784.93 after five years.
The balance of the annuity will be $66 992.27 after 10 years.
The monthly payment that Mai receives from the annuity is closest to
- $1270
- $1400
- $1500
- $2480
- $3460
Measurement, NAP-B4-CA07
Measurement, NAP-C4-CA05
Geometry, NAP-C4-CA03
Geometry, NAP-B2-24
Number and Algebra, NAP-B2-23
Number and Algebra, NAP-B2-21
Jane and five of her friends share 2 cakes.
If all six friends share equally, what fraction of one cake does each of them get?
`1/2` | `1/3` | `1/6` | `1/12` |
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Number and Algebra, NAP-B2-20
A group of soccer fans all go to a soccer game.
Entry to the game costs $3.
Altogether the group pay $156.
How many soccer fans are there in the group?
`50` | `51` | `52` | `63` |
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Number and Algebra, NAP-B1-31 SA
5 boys win $3.
They share the money equally.
How much does each boy get?
cents |
Number and Algebra, NAP-C1-32 SA
Measurement, NAP-C1-30 SA
Geometry, NAP-C1-29
Number and Algebra, NAP-B2-18
Number and Algebra, NAP-C1-26
Kim started at 5 and made this number pattern
`5, 6, 8, 11, 15, 20,` |
|
What is the next number in the pattern?
`21` | `25` | `26` | `30` |
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Measurement, NAP-C1-27 SA
Number and Algebra, NAP-C1-25
Number and Algebra, NAP-B1-29
Iris needs 4 cups of raisins to make a fruit cake.
She measures `1/2` a cup each time.
How many `1/2` cups will she need?
`1` | `2` | `4` | `8` |
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Number and Algebra, NAP-B1-28 SA
Kim is packing 27 plums into boxes to take to the market.
Each box can hold 5 plums.
What is the smallest number of boxes Kim needs to make sure all the plums are packed?
Number and Algebra, NAP-B1-25 SA
`29 + 37` has the same value as `30 +` |
Number and Algebra, NAP-B1-24 SA
`55 - 28 =` |
Number and Algebra, NAP-D1-30
In 5 years time, Megan will be 16.
Brian will then be half Megan's age.
How old is Brian now?
`3` | `6` | `8` | `11` |
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Geometry, NAP-D1-29
Number and Algebra, NAP-D1-27 SA
Dinesh thought of a number.
He doubled the number and subtracted 4.
The answer was 14.
What number did Dinesh first think of?
Geometry, NAP-D1-26
Measurement, NAP-D1-25
Number and Algebra, NAP-D1-24 SA
Write a number in the box to make this number sentence correct.
`33 -` | `= 17` |
Measurement, NAP-E1-29 SA
Measurement, NAP-E1-28 SA
Number and Algebra, NAP-E1-27 SA
Domi had some money in her purse.
She spent $3.75 and had $2.55 left .
How much money did Domi start with?
$ |
Statistics, NAP-G1-30
Number and Algebra, NAP-G1-29 SA
Number and Algebra, NAP-G1-27 SA
Measurement, NAP-F1-30 SA
Geometry, NAP-F1-29
Number and Algebra, NAP-G1-25 SA
Damon had $1.40 in 5-cent coins in his piggy bank.
How many 5-cent coins does Damon have?
Statistics, NAP-G1-24
Measurement, NAP-G1-23
Measurement, NAP-H1-26 SA
Number and Algebra, NAP-H1-25 SA
An athletics club has 13 girls.
There are 6 more girls than boys.
How many people are in the club altogether?
Number and Algebra, NAP-I1-31
Curly, Larry and Moe share a bag of oranges.
Curly and Larry get `1/5` of the oranges each.
What fraction of the bag of oranges does Moe get?
`4/5` | `3/5` | `2/5` | `1/5` |
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Number and Algebra, NAP-I1-30
Number and Algebra, NAP-I1-29
Bennelong writes a number on a piece of paper and hides it.
He gives his friend the following clues about his number.
- The number is less than 500.
- The number has 30 tens.
- The digit in the ones place is one more than the digit in
the hundreds place.
What is Bennelong's number?
`30` | `34` | `300` | `304` |
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Number and Algebra, NAP-I1-28
Number and Algebra, NAP-H1-30
Andrew kept 3 bird cages.
Each bird cage had 8 birds in it.
He then bought one more bird cage and spread the birds out evenly between the 4 cages.
How many birds were then in each cage?
`5` | `6` | `8` | `9` |
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Number and Algebra, NAP-H1-29 SA
`13 +` | `+ 12 = 53` |
Number and Algebra, NAP-C2-25
5.31 is equal to
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`0.5 + 0.3 + 0.1` |
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`5.0 + 0.3 + 0.1` |
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`5 + 0.3 + 0.01` |
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`5 + 0.03 + 0.01` |
Statistics, NAP-C2-21
Renee made a pie graph of the cost of things she paid for using her credit card over a month.
Which information can be found using this pie graph?
The amount of money she spent using her credit card
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for going to the cinemas in the month. |
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on electricity each week. |
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on shopping each day. |
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on rent for the month. |
Measurement, NAP-C2-28 SA
Number and Algebra, NAP-C2-20 SA
Manou held a dinner party for 24 people.
He planned on giving each guest 3 carrots in their baked dinner.
How many carrots did he need altogether?
Probability, NAP-C2-16
Geometry, NAP-F2-29
Number and Algebra, NAP-F2-26 SA
Ivan and Novik receive pocket money each week.
Ivan gets $3 and Novik gets $7.
After 12 weeks, how much more pocket money has Novik received than Ivan?
$ |
Statistics, NAP-F2-25
Geometry, NAP-F2-24
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