10. Write the following in decimal notation: 9.576 times 10^{7}

Question

Accepted Answer

Step:1 ：The question is asking to convert a number in scientific notation to decimal notation. In scientific notation, the number (a times 10^{b}) represents the number (a) shifted (b) places to the right (if (b) is positive) or to the left (if (b) is negative) in the decimal representation. In this case, we have (9.576 times 10^{7}), which means we need to shift the decimal point in (9.576) seven places to the right.Step:2 ：The decimal notation of (9.576 times 10^{7}) is (boxed{95760000.0})

Answer

Step: 1 ：The question is asking to convert a number in scientific notation to decimal notation. In scientific notation, the number (a times 10^{b}) represents the number (a) shifted (b) places to the right (if (b) is positive) or to the left (if (b) is negative) in the decimal representation. In this case, we have (9.576 times 10^{7}), which means we need to shift the decimal point in (9.576) seven places to the right.Step: 2 ：The decimal notation of (9.576 times 10^{7}) is (boxed{95760000.0})

10. Write the following in decimal notation: $9.576 \times 10^{7}$

Answer

Popular Problems

10. Write the following in decimal notation: 9.576×107

Answer

Popular Problems

10. Write the following in decimal notation: $9.576 \times 10^{7}$