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To write 0.489 in standard form, you express it in the form of ( a \times 10^n ), where ( 1 \leq a < 10 ) and ( n ) is an integer. For 0.489, you can rewrite it as ( 4.89 \times 10^{-1} ) since moving the decimal point one place to the right increases the exponent by -1. Thus, the standard form of 0.489 is ( 4.89 \times 10^{-1} ).
What else can I help you with?
How do you write 11.6 in standard form?
That is the standard form.
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94,000 is the standard form.
How do you write 1200000 in standard form?
The standard form is 1,200,000
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The standard form is 5,050,000
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You have written it in standard form.
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How do write 666 in standard form?
How do you write 2.35 in standard form?
It is already in standard form.
How do you write 0.0000001 in standard form?
That is the standard form!
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That is the standard form.
How do you write 0.000135375 in standard form?
That IS the standard form.
How do you write 20.7 in standard form?
You write 20.7 in standard form as: 2.07 × 101
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You write 83,539,131 in standard form as 8.3539131 × 107
How do you write 7.54103 in standard form?
You write 7.54103 in standard form as 7.54103 × 100
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You write 6.11 in standard form as 6.11 × 100
Write in standard form 378.72?
Write in standard form 378.72
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Standard form simply means to write the number: 3,000,296,556
How do you write nine-tenths in standard form?
0.9 that is how you write nine-tenths in standard form
