Rounding, Multiplying & Dividing Flashcards

1
Q

How do you round 0.0384 to 2 decimal places?

A

0.04

Rounding involves adjusting the number to the nearest value based on the specified decimal places.

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2
Q

What is 2348 rounded to 1 significant figure?

A

2000

Rounding to significant figures considers only the most significant digits.

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3
Q

Round 0.005796 to 2 significant figures

A

0.0058

Significant figures are counted from the first non-zero digit.

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4
Q

What is 46 891.47 rounded to 3 significant figures?

A

46 900

Rounding to significant figures may change the number depending on the digits that follow.

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5
Q

Round 46 891.47 to 2 significant figures

A

47 000

Significant figures focus on the precision of the number, which influences rounding.

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6
Q

What is 46 891.47 rounded to 1 significant figure?

A

50 000

The rounding process involves adjusting the number to the nearest value based on the most significant digit.

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7
Q

Write 0.8723 correct to 2 decimal places.

A

0.87

Rounding to 2 decimal places means keeping two digits after the decimal point.

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8
Q

Write 0.9452 correct to 2 decimal places.

A

0.95

The last digit is rounded up if the next digit is 5 or greater.

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9
Q

Write 8712 correct to 3 significant figures.

A

871

When rounding, if the digit after the last significant figure is 5 or more, round up.

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10
Q

Write 0.004 864 correct to 3 significant figures.

A

0.00486

Leading zeros are not counted as significant figures.

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11
Q

Write 48 487 correct to 2 significant figures.

A

48 000

Significant figures are determined by the first non-zero digits.

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12
Q

Write 0.0195 correct to 2 significant figures.

A

0.020

The trailing zero after the decimal counts as a significant figure.

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13
Q

Write 58 correct to 1 significant figure.

A

60

Rounding to 1 significant figure means adjusting to the nearest ten.

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14
Q

Write 0.000783 correct to 1 significant figure.

A

0.0008

The first significant figure is the first non-zero digit.

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15
Q

What is the approximate calculation for 18.29 ÷ 5.56 using rounding?

A

18 ÷ 6 ~ 3

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16
Q

What happens when you multiply a positive number by a number between 0 and 1?

A

Decreases the value

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17
Q

What happens when you multiply a positive number by a number greater than 1?

A

Increases the value

18
Q

What is the effect of multiplying a positive number by 1?

A

Leaves the number unchanged

19
Q

What happens when you divide a positive number by a number between 0 and 1?

A

Increases the value

20
Q

What happens when you divide a positive number by a number greater than 1?

A

Decreases the value

21
Q

What is the effect of dividing a positive number by 1?

A

Leaves the number unchanged

22
Q

How do you multiply 6.12 by 3.4 using long multiplication?

A

612 × 34 = 20,808

23
Q

How many decimal places are in the product of 6.12 and 3.4?

A

3 decimal places

24
Q

What is the result of 6.88 ÷ 1.6?

25
How do you write 629300 in standard form?
6.293 × 10^5
26
How do you write 0.000049 in standard form?
4.9 × 10^-5
27
Is the estimate for 21.4 ÷ 2.5 = 8.56 correct?
Incorrect
28
Is the estimate for 3.8 × 0.77 = 4.926 correct?
Incorrect
29
Is the estimate for 7.81 × 4.8 = 3.7488 correct?
Incorrect
30
Is the estimate for 9 ÷ 0.02 = 4.5 correct?
Incorrect
31
Calculate 2.4 × 0.37.
0.888
32
Calculate 7.21 × 3.4.
24.494
33
Calculate 1.44 ÷ 0.03.
48
34
Calculate 0.696 ÷ 0.12.
5.8
35
Write 8000 in standard form.
8 × 10^3
36
Write 7236 in standard form.
7.236 × 10^3
37
Write 0.038 in standard form.
3.8 × 10^-2
38
Write 183000 in standard form.
1.83 × 10^5
39
Write 0.000062 in standard form.
6.2 × 10^-5
40
Write 0.03 in standard form.
3 × 10^-2