To convert a decimal to any place using place value understanding, first identify the specific place value you want to focus on (e.g., tenths, hundredths). Then, visualize a vertical number line where each segment represents a specific decimal place, allowing you to see the value's position. For example, if you want to find the value of 0.75 at the hundredths place, recognize that it is equivalent to 75 hundredths. This method helps clarify the decimal's value in relation to the whole and its subdivisions.
The digits to the right of the decimal point. Ex: if you are given a number 283.7703, the decimal portion would be 7703.
A number which is given to sextillionths.
218
Take the number and divide it by 100.
A number can have at most one decimal point; not two as in the given number.
The digits to the right of the decimal point. Ex: if you are given a number 283.7703, the decimal portion would be 7703.
A number which is given to sextillionths.
It is not possible since a decimal number cannot have more than one decimal points - as the given number does.
218
Take the number and divide it by 100.
The answer will depend on what base the given number is in!
A number can have at most one decimal point; not two as in the given number.
0.00881
As given in the question '0.3' is the decimal. However, in words it is 'zero point three'.
The figure given in the question is not a decimal number.
Divide it by any given number. 7 / 2 = 3.5
There are many different meanings to the word base in mathematics and the answer will depend on the context. Some examples of base are:Lowest side of a plane figure. (Except that in the case of vertical trapezia for numerical integration, the base is vertical and the height is horizontal!).Lowest face of a polyhedron. However, in the case of prisms, the bases are vertical.The number of different digits in the counting system (decimal, octal, binary bases etc).The number which is raised to a given exponent to equal another given number (in logariths/exponentials).