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How do you write 0.00049 expanded form?
To write 0.00049 in expanded form, you break it down into its place values. It can be expressed as (4 \times 0.0001 + 9 \times 0.00001). Therefore, the expanded form of 0.00049 is (0.0004 + 0.00009).
What is the expanded form exponential notation and standard form for a box with the dimenions of 12 by 12 by 12?
Expanded Form means you expand the whole equation 12*12*12 Exponential Notaion means you need a base (12) and an exponent (3) 12^3 Standard Form is the answer you get from solving the problem 1728
What is the expanded form of 5 times 162?
The expanded form of 5 times 162 can be expressed as (5 \times 162 = 5 \times (100 + 60 + 2)). This simplifies to (5 \times 100 + 5 \times 60 + 5 \times 2), which equals (500 + 300 + 10). Therefore, the expanded form is (500 + 300 + 10).
What is the prime factorization in 12 in expanded form?
12 = 2*2*3
How do you do 10 and 54000 in expanded form?
To express the numbers 10 and 54,000 in expanded form, you break them down into their place values. For 10, the expanded form is (10^1) or simply (10). For 54,000, the expanded form is (50,000 + 4,000 + 0 + 0) or (5 \times 10^4 + 4 \times 10^3).
What is expanded notation form?
a different way to right numbers for example 245 in expanded form is (2 times 100) plus (4 times 10) plus (5 times 1)
How do you write 12 million in expanded form?
To write 12 million in expanded form, you would break down the number based on its place value. In this case, 12 million is composed of 10 million and 2 million. So, in expanded form, 12 million would be written as 10,000,000 + 2,000,000.
How do you write 8 tenths in expanded form?
To write 8 tenths in expanded form, you represent it as (0.8) or (\frac{8}{10}). In expanded form, it can be expressed as (8 \times 0.1), which shows that 8 tenths is the same as 8 times one-tenth.
What is six to the third power in expanded form?
6 times 6 times 6
How do you write one hundred and two thousandth in expanded form?
One hundred and two thousandth can be written in expanded form as (0.102). This represents (1 \times 0.1) (one-tenth) plus (0 \times 0.01) (zero hundredths) plus (2 \times 0.001) (two thousandths). Therefore, the expanded form is (1 \times 0.1 + 0 \times 0.01 + 2 \times 0.001).
How do you write 12.605 in expanded form?
12+.6,000+100+50
How do you write 12 to the power of 4 in expanded form?
124 = 20,736
