Is 0.5 and 0.25 the same?
Originally Answered: What is greater than 0.5 or 0.25? 0.5, because there is an “invisible” 0 at the end which makes it 0.50. Obiviosely half is more than quarter. So 0.5is larger than 0.25.
Why does it make sense that the result of multiplying two fractions each between 0 and 1 is less than either of the two fractions being multiplied?
Since the numerous stories less than denominator, its value will be between zero and one. So, since a proper fraction, multiplied by a number of fraction means only a portion of that number of fraction. When we multiply two proper fractions. We’ll get an answer that is less than both the fractions.
Why multiplying proper fractions results in a smaller fraction and dividing a fraction results in a bigger fraction?
Multiplying by a “proper fraction” makes a number smaller because it is tantamount to division and division makes a larger number smaller. However, it makes a number smaller only if the numerator
What happens when you multiply by a fraction between 0 and 1?
Multiplying by a number between 0 and 1 When you multiply by a number greater than 1, the answer is greater than the original number. But when you multiply by a number between 0 and 1, the answer is smaller than the original number.
Why does the product get smaller when you multiply by a decimal?
When multiplying a number by a decimal less than one, the product will be smaller than the number being multiplied. This is because we are finding a fractional amount of a quantity. For example, 0.1 x 0.8 = 0.08, because the question is asking us to find one tenth of eight tenths.
Why does dividing fractions make them bigger?
Something positive less than one goes into a (positive) number more than that number of times. A fraction less than one goes into a (positive) number more than that number of times. Hence dividing by a fraction (less than one) increases the size of a number (whether that number is a fraction or not).