Question

write the number in standard notation, without exponents.
9.6×10⁷
9.6×10⁷ = □

Explanation:

Step1: Understand scientific notation

Scientific notation \(a\times10^{n}\) (where \(1\leq|a|\lt10\) and \(n\) is an integer) converts to standard notation by moving the decimal point \(n\) places. For \(9.6\times10^{7}\), \(n = 7\) is positive, so we move the decimal in \(9.6\) 7 places to the right.

Step2: Move the decimal point

Start with \(9.6\). Moving the decimal 7 places right: \(9.6
ightarrow96000000\) (add 6 zeros after moving the decimal 6 more places from 96 to get 7 total moves: \(9.6\times10^{7}=96000000\)).

Answer:

96000000