How Well Do You Know Comparing Decimals?

Explanation
Comparing decimals is a mathematical concept that involves determining the relative value of two or more decimal numbers. It requires understanding the place value system and comparing the digits in each decimal place. This topic falls under the realm of mathematics as it is a fundamental skill in numerical analysis and problem-solving.

Explanation
Comparing decimals is taught in school because it is a fundamental mathematical concept that helps students understand the relative values of numbers with decimal places. This skill is essential in various subjects, such as mathematics, science, and finance, where precise calculations and comparisons are required. School provides a structured learning environment where students can develop their mathematical abilities, including the ability to compare decimals accurately.

Explanation
Comparing decimals allows us to determine which number is larger or greater. By comparing the digits to the right of the decimal point, we can establish which decimal has a larger value. In this case, the correct answer is "greater" because comparing decimals is a method to determine which number is larger.

Explanation
When comparing decimals, it is important to compare the whole numbers to the left of the decimal point first. This is because the whole numbers represent the larger values, and by comparing them first, we can determine which decimal is greater or smaller. The numbers to the right of the decimal point are less significant and are compared only if the whole numbers are equal.

Explanation
The explanation for the given correct answer is that when comparing decimal numbers, the whole numbers to the left of the decimal point play a significant role. If the whole numbers are different, the decimal number with the smaller whole number is generally smaller. This is because the whole number represents a larger value, and therefore, the decimal number with the smaller whole number would be smaller overall. Therefore, it is strongly agreed that the smaller decimal number is the one with the smaller whole number.

Explanation
Decimals show values that are less than one. Unlike whole numbers or integers, decimals represent fractions or portions of a whole number. They are used to express values that fall between whole numbers and are less than one.

Explanation
The question asks for scientists, and Bill Clinton is not a scientist. He is a politician and served as the 42nd President of the United States. The other three options, Bill Nye, Isaac Newton, and Albert Einstein, are all well-known scientists in their respective fields.

Explanation
Fractions can be used to represent the same thing as decimals. Fractions are a way of expressing a part of a whole, where the numerator represents the part and the denominator represents the whole. Decimals, on the other hand, are a way of representing numbers with a decimal point, where the digits after the decimal point represent a fraction of a whole number. Therefore, both fractions and decimals can be used interchangeably to represent the same value or concept.

Explanation
Decimals are typically introduced in 4th grade. This is because at this grade level, students have already developed a strong understanding of whole numbers and place value. Introducing decimals in 4th grade allows students to further expand their understanding of place value by introducing the concept of dividing a whole into smaller parts. Students learn about tenths and hundredths, which are the basic building blocks of decimal numbers. This foundation prepares them for more complex decimal operations in later grades.

Explanation
Comparing Decimals is a topic that falls under the category of Decimals. In mathematics, decimals are a way of representing numbers that are not whole. When comparing decimals, we look at the value of each digit after the decimal point to determine which decimal is greater or lesser. This skill is specifically related to working with decimals and is not a part of other topics such as Fractions, Algebra, or Ratio.