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In words, 25 is written as Twenty Five. The value or count is represented by 25. In general, the ones, tens, hundreds, and thousands of places of a number can be used to write the number name of any number. The cardinal number word for the number 25 denotes a quantity of twenty-five. In expressions relating to money, distance, length, and other matters, the number 25 is used. For example, if we have spent 25 dollars shopping, we can write,” I have just spent twenty-five dollars shopping.”
let's observe different places of digits according to their places:
Digit’s place | Tens | Ones |
Digit | 2 | 5 |
There are two ways to express the number 25 in words. The first method uses a place value chart, which shows which numbers have their digits in which positions. For example, the number 5 has a digit in one’s place (5), and 2 has a digit in ten’s place, and no hundreds or thousands.
The second way to express the number 25 is by using a base-10 representation. In this case, we just need to write out each digit of the number 25 in order from left to right.
\begin{aligned}
&2 \times \text { Ten }+5 \times \text { One } \\
&=2 \times 10+5 \times 1 \\
&=20+5 \\
&=25
\end{aligned}
25 (twenty-five) is the natural extensive range following 24 and former 26.
25 is a whole number. It is also the square of 5 and the square root of 625.
It is an odd number.
It is also a composite number.
You can find out the detailed other number in words article list below:-
25 is written as Twenty-Five in words.
A perfect square is a number that can be multiplied by itself to get another whole number. 25 is a perfect square because if we multiply two equal integers (5 and 5) by each other, the result is 25.
In Maths, a successor is a value that comes immediately after the original number. The successor of 25 is 26.
When a number is multiplied three times by itself, it becomes a perfect cube.
\begin{array}{lll}
\text { Number }(\mathbf{x}) & \multicolumn{1}{l}{\begin{array}{l}
\text { Multiplied Three times by } \\
\text { itself }
\end{array}} & \text { Cubes }\left(\mathbf{x}^3\right) \\
\hline 25 & 25 \times 25 \times 25 & 15625
\end{array}
So the cube of 25 is 15625.
25 can be expressed in expanded form as follows:
\begin{gathered}
20 \\
+5 \\
20+5=25
\end{gathered}
Expanded Factors Form Given Below:
\begin{aligned}
&2 \times \quad 10 \\
&+5 \times \quad 1 \\
&(2 \times 10)+(5 \times 1)=25
\end{aligned}
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