Answer:
\(2.456\times 10^{11}=245600000000\)
Step-by-step explanation:
Given : Number \(2.456\times 10^{11}\)
To find : Express this number in standard form ?
Solution :
Standard from is writing number into larger form.
Expanding the given number \(2.456\times 10^{11}\)
\(2.456\times 10^{11}=\frac{2456}{1000}\times 100000000000\)
\(2.456\times 10^{11}=2456\times 100000000\)
\(2.456\times 10^{11}=245600000000\)
Therefore, The standard form of the number \(2.456\times 10^{11}=245600000000\)
