Thats just how PEMDAS roles
Right because you start with the number that begins
Both comparing whole numbers and comparing decimals involves assessing the value of numerical quantities to determine which is larger, smaller, or if they are equal. In both cases, the process entails looking at the digits from left to right, starting with the most significant digit. For decimals, additional attention is given to the place value of digits after the decimal point, but the fundamental principle of comparing values remains the same. Ultimately, both comparisons rely on understanding the numerical value and place value system.
whole numbers
To number decimals from smallest to largest, first, align the decimal points to easily compare the values. Start by comparing the digits to the left of the decimal point; the smaller whole number indicates a smaller decimal. If the whole numbers are the same, compare the digits to the right of the decimal point, starting from the left. Order the decimals based on these comparisons until they are sorted from smallest to largest.
negative or - number
Right because you start with the number that begins
Both comparing whole numbers and comparing decimals involves assessing the value of numerical quantities to determine which is larger, smaller, or if they are equal. In both cases, the process entails looking at the digits from left to right, starting with the most significant digit. For decimals, additional attention is given to the place value of digits after the decimal point, but the fundamental principle of comparing values remains the same. Ultimately, both comparisons rely on understanding the numerical value and place value system.
whole numbers
To number decimals from smallest to largest, first, align the decimal points to easily compare the values. Start by comparing the digits to the left of the decimal point; the smaller whole number indicates a smaller decimal. If the whole numbers are the same, compare the digits to the right of the decimal point, starting from the left. Order the decimals based on these comparisons until they are sorted from smallest to largest.
negative or - number
0.175mg is more. As long as the numbers are both positive and you are careful about comparing digits in the same relative digital locations for both numbers, [positions of zeros count] you can compare such numbers as you would whole numbers. Of course, don't forget to include digits to the left of the decimal point in the event that not both numbers are less than 1.
The numbers left over from dividing a number are called the "remainder".
No, 1.06 is not bigger than 1.2. In fact, 1.06 is less than 1.2. When comparing decimal numbers, the digits to the left of the decimal point are more significant, and in this case, both numbers have the same whole number (1), but 0.06 is smaller than 0.2.
It is the remainder that is sometimes left over but not always.
2.21 > 2.12 When comparing numbers the digit furthest to the left is the most significant. If these are equal move to the next digit from the left and so on.
Yes, 0.57 is greater than 0.5. When comparing decimal numbers, the digits to the left of the decimal point are most significant, but in this case, both numbers have the same whole number part (0). The digit after the decimal point shows that 0.57 is larger than 0.5.
To arrange the numbers 7, 9, 56, and 72 in ascending order, you would start by comparing the numbers from left to right. The smallest number is 7, followed by 9, then 56, and finally 72. So, the numbers arranged in ascending order would be 7, 9, 56, and 72.