TEAS Math

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67 Terms

1
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Adding Fractions

Find a common denominator, then add numerators.

2
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Subtracting Fractions

Find common denominator and subtract numerators.

3
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Multiplying Fractions

Multiply numerator × numerator and denominator × denominator.

4
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Dividing Fractions

Keep-Change-Flip: keep the first fraction, flip the second, multiply.

5
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Improper Fraction to Mixed Number

Divide numerator by denominator; remainder becomes numerator.

6
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Mixed Number to Improper Fraction

Multiply whole number by denominator, then add numerator.

7
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Decimal Addition

Line up decimal points, then add.

8
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Decimal Subtraction

Line up decimal points, then subtract.

9
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Decimal Multiplication

Multiply normally; count total decimal places and place the decimal.

10
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Decimal Division

Move decimal in divisor to make it whole; move decimal in dividend the same amount; divide.

11
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Ratio

Comparison between two quantities using a:b or a/b.

12
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Proportion

Equation showing two ratios are equal (a/b = c/d).

13
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Solve a Proportion

Cross multiply, then divide.

14
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Unit Rate

Divide numerator by denominator to find per-one amount.

15
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Percent Formula

percent = part ÷ whole.

16
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Find the Part

part = percent × whole.

17
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Find the Whole

whole = part ÷ percent.

18
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Percent Increase

(new - old) ÷ old.

19
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Percent Decrease

(old - new) ÷ old.

20
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Simple Interest

I = P × R × T.

21
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Distance Formula

Distance = Rate × Time.

22
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Rate Formula

Rate = Distance ÷ Time.

23
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Time Formula

Time = Distance ÷ Rate.

24
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Mean

Add all values, divide by number of values.

25
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Median

Middle value when numbers are in order.

26
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Mode

Number that appears most often.

27
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Range

Maximum value minus minimum value.

28
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Fraction to Decimal

Divide numerator by denominator.

29
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Decimal to Percent

Multiply by 100 and add %.

30
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Percent to Decimal

Divide by 100.

31
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Percent to Fraction

Write percent over 100 and simplify.

32
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Scientific Notation to Standard

Move decimal right for positive exponent, left for negative.

33
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Standard to Scientific Notation

Place decimal after first non-zero digit; count moves for exponent.

34
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Metric Conversion Rule

Move decimal right for smaller units, left for larger units (KHD B DCM).

35
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Kilograms to Pounds

Multiply kg × 2.2.

36
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mL to L

Divide by 1000.

37
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L to mL

Multiply by 1000.

38
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1 Teaspoon

5 mL.

39
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1 Tablespoon

15 mL.

40
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1 Ounce

30 mL.

41
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1 Cup

240 mL.

42
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F to C Formula

C = (F - 32) × 5/9.

43
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C to F Formula

F = (C × 9/5) + 32.

44
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Area of Rectangle

length × width.

45
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Perimeter of Rectangle

2L + 2W.

46
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Area of Triangle

1/2 × base × height.

47
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Area of Circle

πr².

48
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Circumference of Circle

2πr.

49
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Volume of Rectangular Prism

length × width × height.

50
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Inequality Symbols

greater than; < less than; ≥ greater/equal; ≤ less/equal.

51
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Solve One-Step Equations

Use inverse operation on both sides.

52
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Solve Two-Step Equations

Undo addition/subtraction first, then multiplication/division.

53
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Absolute Value

Distance from zero; always positive.

54
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Rounding Rule

5 or above rounds up; 4 or below rounds down.

55
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Significant Figures

Non-zero digits count; zeros depend on position.

56
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Reading Graphs

Identify labels, units, compare values, spot trends.

57
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Word Problem Strategy

Identify: What do I know? What formula fits?

58
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Proportion Word Problems

Set up ratio = ratio; cross multiply.

59
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Discount Problems

Discount = original × percent off; subtract from original.

60
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Tax Problems

Tax = price × tax rate; add to price.

61
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Total Cost Problems

Add base amount, then tax, then subtract discount if any.

62
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Dosage Calculations

desired ÷ have × volume.

63
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IV Flow Rate

mL per hour = total mL ÷ hours.

64
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IV Drop Rate

gtt/min = (mL × drop factor) ÷ minutes.

65
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Mean Absolute Deviation

Find mean; subtract mean from each value; average absolute values.

66
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Dimensional Analysis

Multiply by conversion ratios; cancel units.

67
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