Assessment Test for Singapore Primary ... - Singapore Math

Assessment Test for Singapore Primary Mathematics 3A Standards Edition This test covers material taught in Primary Mathematics 3A, Standards Edition (http://www.singaporemath.com/)

1.

Fill in the blanks. (a)

6000 + ______ + 3 = 6803

[1]

(b)

4987 in expanded form is _______________________

[1]

(c)

Nine thousand nineteen in standard form is ___________.

[1]

(d)

In 4598, the digit _____ is in the hundreds place, and its

[1]

value is ______. (e)

9406 is 100 more than _______.

[1]

(f)

4900 is _______ more than 4890.

[1]

(g)

The difference between 770 and 1000 is ________.

[1]

(h)

The sum of 3402 and 800 is _____________.

[1]

(i)

When 286 is divided by 4, the quotient is __________ and

[1]

the remainder is _________. 2.

Complete the following regular number patterns:

[2]

4623, 4723, 4823, _______, _______, _______ 3.

Write these numbers in order, beginning with the smallest: 862

8662

6862

6826

_______

_______

_______

_______

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1

[2]

4.

5.

6.

7.

8.

(a)

Round 5190 to the nearest thousand. _______

[1]

(b)

Round 8485 to the nearest ten. _______

[1]

(c)

Round 3968 to the nearest hundred. ________

[1]

Solve using mental math: (a)

58 + 35 = ______

(b)

6877 + 8 = ______

[2]

(c)

2348 + 3510 = ______

(d)

3700 + 600 = ______

[2]

(e)

80 – 39 = ______

(f)

73 – 28 = ______

[2]

(g)

1623 – 4 = ______

(h)

7300 – 900 = ______

[2]

Estimate the value of 896 + 438 by rounding each number to the nearest hundred. Then find the exact answer. (a)

896 + 438 is about ______.

[1]

(b)

896 + 438 is exactly ______.

[1]

Estimate, and then find the value of 762 – 334. (a)

762 – 334 is about _______.

[1]

(b)

762 – 334 is exactly _______.

[1]

The difference between two numbers is 456. If the larger number is 854, what is the smaller number?


2

[3]

9.

A computer costs $1400. A microwave oven is $850 cheaper than the computer. Mr. Max bought both the computer and the microwave oven. How much did he pay?

10.

Solve: (a)

1 3 4 6 + 1 9 4

(b)

2 8 2 4 + 3 5 8 6

[2]

(c)

7 0 3 2 – 5 2 6 0

(d)

9 7 1 2 – 5 4 5 6

[2]

11.

+

+

= 21

+

+

+

Find the value of 12.

[3]

×

[2]

= 36 . _________.

Write >, (d) =

13. (a) (c) (e) (g) (i) (k)

(b) (d) (f) (h) (j) (l)

42 72 7 120 60 600

56 8 4 3000 500 270

14. (a) + (c) ÷

(b) – (d) x

15. (a) 5 (c) 200

(b) 0 (d) 38

(b) likely (d) impossible

x x

x x x x x x x x

x x x x x x x x x x x x

x x x x x x

0

1

2

3

(a) 2 (c) 10 (e) no

x x 4

(b) 12 (d) no


9