2
It is 2*10^z.
It is not possible to expand the expression without knowing the numerical value of z.
What is 3.9 divided by 10
To write a number in expanded form, you first need to divide the number by a multiple of 10 so that the result has units as its greatest value. In this case, we can divide by 100 to get 6.25 The 100 we divided by is the second power of 10, or 102. We need to write this alongside the 6.25 as a multiplication to have our answer. Thus, to write 625 in expanded form, you write 6.25x102
0.72
49=343
124 = 20,736
What is 3.9 divided by 10
To write a number in expanded form, you first have to divide that number by a power of 10 that produces an answer where the greatest place value digit is units. In this case, we can divide by 10,000 to get 2.5. The next step is to express the power of 10 we used alongside the number as a multiplication. We divided by 10,000 which is the fourth power of 10 or 104. Thus 25,000 in expanded form is 2.5x104
The plural form of parenthesis is parentheses.
gbfdvfdvbfbbbvffffgvbn
The plural form for the noun parenthesis is parentheses.
The plural of parenthesis is parentheses
97x7
To write a number is expanded form, you first need to divide it by a power of 10 such that the result has a greatest value of units. In this case, we can divide by 10,000,000 to get 8.9415873 We divided by 10,000,000 which is the 7th multiple of 10, or 107, so we need to add this to the decimal value as a multiplication. Thus, the answer to 89415873 in expanded form is 8.9415873x107
To write a number in expanded form, you first need to divide the number by a multiple of 10 so that the result has units as its greatest value. In this case, we can divide by 100 to get 6.25 The 100 we divided by is the second power of 10, or 102. We need to write this alongside the 6.25 as a multiplication to have our answer. Thus, to write 625 in expanded form, you write 6.25x102
7 *10 to the power of negative 3
parenthesis = singular form, i.e., ( OR ) parentheses = plural form, i.e., ( AND ) The singular forms are generally referred to as: open or left parenthesis = ( close or right parenthesis = ) As for the top or bottom half of one parenthesis? I have no idea.
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