It is expressed as 1.679616 * 106. Note that the decimal moved 6 places to the left, hence the 10 to the 6th power.
1.679616*10^6 or 6^8
16769616 = 68
0.0000027 is the standard form 2.7*10-6 is the exponential form
8², that is the exponential form. :)
1.782 × 103
To express 38 in exponential form, we can write it as (38 = 2 \times 19). Since 2 and 19 are both prime numbers, we cannot simplify this further. Therefore, we can express 38 as (2 \times 19) in exponential form.
31.62
682 = 6.82*102
12^2
To write 26 in exponential form, you would express it as 2^6. This is because the base number, 2, is raised to the power of 6, which equals 26. Exponential form is a way to represent repeated multiplication in a concise manner.
exponential form
To express 1568 in exponential form, first, we can factor it into its prime factors. The prime factorization of 1568 is (2^4 \times 7^1 \times 11^1). Therefore, in exponential form, 1568 can be written as (2^4 \times 7^1 \times 11^1).