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Exact Answer
1/12 + 2/4 = 7/12
Simplified Fraction
7/12
Mixed Number
Proper (7/12)
Decimal Value
0.583333
Percentage
58.3333%

Step-by-Step Solution: 1/12 + 2/4

Step 1

Find the Least Common Denominator (LCD)

Notice that 12 is an exact multiple of 4 (4 × 3 = 12). The Least Common Denominator (LCD) is simply 12, meaning we only need to scale one fraction.
LCD(12, 4) = 12
Step 2

Convert to Equivalent Fractions with Common Denominator 12

Multiply the numerator and denominator of 1/12 by 1, and multiply the numerator and denominator of 2/4 by 3 so both fractions share the common base 12.
1 × 1/12 × 1 = 1/12   and   2 × 3/4 × 3 = 6/12
Step 3

Add the Numerators

Now add the numerators (1 + 6 = 7) and keep the common denominator 12 unchanged.
1 + 6/12 = 7/12
Step 4

Check if the Fraction Can Be Simplified

The Greatest Common Divisor (GCD) of 7 and 12 is 1, confirming that 7/12 cannot be reduced further—it is already in its simplest irreducible form.
7/12
Step 5

Decimal & Percentage Representation

Dividing the numerator 7 by denominator 12 produces a repeating decimal (approximately 0.583333, or 58.3333%).
7 ÷ 12 = 0.583333 (58.3333%)

Visual Representation

The diagram below illustrates 1/12 plus 2/4 visually:

1/121 of 12 parts shadedValue: 0.0833 (8.3%)
+
2/4¼¼¼¼2 of 4 parts shadedValue: 0.5 (50%)
=
Result: 7/127 of 12 parts shadedValue: 0.5833 (58.3%)

Summary & Alternative Representations

Property / FormatValue
Lowest Terms Fraction7/12
Mixed Number Form7/12
Decimal Form0.583333
Percentage58.3333%

Frequently Asked Questions

What is 1/12 plus 2/4 as a fraction?

1/12 + 2/4 in simplest fraction form is 7/12.

What is 1/12 plus 2/4 as a decimal?

1/12 + 2/4 converted to a decimal is 0.583333.

What is 1/12 plus 2/4 as a percentage?

1/12 + 2/4 expressed as a percentage is 58.3333%.

Does 1/12 plus 2/4 result in a terminating or repeating decimal?

It results in a repeating decimal (approximately 0.583333...) because the denominator contains prime factors other than 2 and 5.