Percentages, Fractions, and Decimal Values

Two and one half, or 2.5, can be expressed as a percentage by multiplying it by 100. Therefore, 2.5 as a percentage is 250%.

To type algebraic fractions, you can use a combination of characters and symbols. For simple fractions, you can use the forward slash (/) to represent the division, such as "a/b" for the fraction ( \frac{a}{b} ). In more advanced typesetting, tools like LaTeX allow you to write fractions using the command "\frac{numerator}{denominator}", which formats it neatly as ( \frac{numerator}{denominator} ). Additionally, many word processors have built-in fraction tools that automatically format fractions when you input them.

The decimal 13.333 can be expressed as a fraction. It can be written as ( \frac{40}{3} ) because 13.333 is equivalent to ( 13 \frac{1}{3} ), which simplifies to ( \frac{40}{3} ) when converted to an improper fraction.

The sequence "42 80 100" appears to represent a set of numbers but lacks context to determine its specific significance. It could refer to a variety of things, such as statistical data, measurements, or codes. Without additional information, it's challenging to provide a precise interpretation. If you have a specific context in mind, please share it for a more tailored response.

To convert the version number 1.8.125 into a percent, you can treat it as a decimal by combining the components. First, consider it as 1.8125 (by interpreting 1.8 as 1.80 and adding 125 as 0.00125). Then, multiply by 100 to convert it to a percentage: 1.8125 × 100 = 181.25%. Thus, 1.8.125 as a percent is 181.25%.

To find what percent 0.8 is of 92, you can use the formula: (part/whole) × 100. Here, the part is 0.8 and the whole is 92. So, (0.8/92) × 100 = approximately 0.87%. Thus, 0.8 is about 0.87% of 92.

The lower bound of a number is typically found by rounding down to the nearest value that still maintains the precision of the original number. For 7.18, the lower bound to two decimal places is 7.17, as it is the highest value that is still less than 7.18 when rounded to two decimal places.

To convert 11.36 into a mixed number, first, separate the whole number from the decimal. The whole number is 11, and the decimal part, 0.36, can be expressed as a fraction. Since 0.36 is equivalent to 36/100, which simplifies to 9/25, the mixed number representation of 11.36 is 11 9/25.

0.1 of 20 litres is calculated by multiplying 20 litres by 0.1, which equals 2 litres. Thus, 0.1 of 20 litres is 2 litres.

The number 234 is an improper fraction since it is a whole number. As a mixed number, it can be expressed as 234 0/1, which means it consists of 234 whole parts and no fractional part. Therefore, the mixed number of 234 is simply 234.

Seventy-six tenths means 76 divided by 10, which equals 7.6. It represents a decimal number where the whole part is 7 and the fractional part is 0.6. In simpler terms, it can be expressed as 7.6 or 7 and 6/10.

Three thirds of 100 percent is equal to 100 percent. This is because "three thirds" represents a whole, and when applied to any quantity, including 100 percent, it remains the same. Thus, three thirds of 100 percent is simply 100 percent.

To calculate 25 percent off of 24.50, first determine 25 percent of 24.50, which is 0.25 × 24.50 = 6.125. Then, subtract this amount from the original price: 24.50 - 6.125 = 18.375. Therefore, 25 percent off of 24.50 is 18.38 when rounded to two decimal places.

The binary number 11111 can be converted to decimal by calculating the sum of the powers of 2 for each digit that is set to 1. Starting from the right, it represents (2^0 + 2^1 + 2^2 + 2^3 + 2^4), which equals (1 + 2 + 4 + 8 + 16). Adding these values together gives 31. Therefore, the binary 11111 is equal to 31 in decimal.

To solve the expression (25 - 3 \times 7), first perform the multiplication: (3 \times 7 = 21). Then subtract that result from 25: (25 - 21 = 4). Therefore, (25 - 3 \times 7 = 4).

Yes, the fraction ( \frac{26}{24} ) can be simplified. Both the numerator and denominator can be divided by their greatest common divisor, which is 2. Simplifying gives ( \frac{13}{12} ).

To find what percent of 60 is 11, you can use the formula: (part/whole) × 100. Here, the part is 11 and the whole is 60. So, (11/60) × 100 = 18.33%. Therefore, 11 is approximately 18.33% of 60.

To write 4 as a percentage of 10, divide 4 by 10, which equals 0.4. Then, multiply 0.4 by 100 to convert it to a percentage. This gives you 40%. Therefore, 4 is 40% of 10.

There are 30 tenths in 3 wholes. This is because each whole consists of 10 tenths, so multiplying 10 tenths by 3 gives you 30 tenths.

Two sixes as a decimal is represented as 6.6. This is because the first "six" represents the whole number 6, and the second "six" represents the tenths place, making it 6.6.

An equivalent for 85 hundredths is 0.85 in decimal form. It can also be expressed as the fraction 85/100, which simplifies to 17/20. Additionally, in percentage terms, 85 hundredths is equivalent to 85%.

Ten fourths equals 2.5 as a mixed decimal. To convert it, divide 10 by 4, which gives you 2 with a remainder of 2. The remainder can be expressed as a decimal by dividing it by 4, resulting in 0.5. Therefore, the final result is 2.5.

To convert seven fortieths (7/40) to a percentage, you divide 7 by 40 and then multiply by 100. This gives you 0.175, which is equivalent to 17.5%. Therefore, seven fortieths is 17.5%.

To convert 1125 into a percent, you multiply it by 100. So, 1125 × 100 equals 112500. Therefore, 1125 as a percent is 112500%.

To find what fraction of one hour 11 minutes is, first note that one hour is 60 minutes. Therefore, 11 minutes can be expressed as a fraction of an hour: ( \frac{11}{60} ). This means that 11 minutes is ( \frac{11}{60} ) of one hour.