To write the expression ( 9 \times 7 \times 9 \times 9 \times 7 \times 9 ) in standard form, first, group the like factors. You can express it as ( 9^4 \times 7^2 ) since there are four 9s and two 7s. The standard form of this product can then be written as ( 9^4 \times 7^2 = 6561 \times 49 = 321,489 ).
That IS the standard form.
You write 20.7 in standard form as: 2.07 × 101
You write one hundred and one hundredth in standard form as 1.0001 × 102
Write in standard form 378.72
Standard form simply means to write the number: 3,000,296,556
To write 9x7x9x9x7x9 in exponent form, you need to determine the prime factors of each number. 9 can be written as 3^2 and 7 remains as 7. Therefore, the expression can be simplified as (3^2) x 7 x (3^2) x (3^2) x 7 x (3^2), which can further be written as (3^2)^4 x 7^2. Finally, this can be simplified to 3^8 x 7^2 in exponent form.
How do write 666 in standard form?
It is already in standard form.
That is the standard form!
That IS the standard form.
That is the standard form.
You write 20.7 in standard form as: 2.07 × 101
You write 6.11 in standard form as 6.11 × 100
You write 7.54103 in standard form as 7.54103 × 100
You write 83,539,131 in standard form as 8.3539131 × 107
You write one hundred and one hundredth in standard form as 1.0001 × 102
Write in standard form 378.72