Decimal form of dfrac-9-1000- is-0-91000-90-0090-09

Question

Toppr Admin · Accepted Answer

The correct option is C 0-009Since the denominator is 1000 i-e third power of 10So- the decimal form will have decimal after three digits from the left-Thus- the decimal form of 91000 is-xA0-0-009Hence- the answer is-xA0-0-009-

Decimal form of $\frac{9}{1000}$ is:
$0.9$
$1000.9$
$0.009$
$0.09$

The correct option is C $0.009$
Since the denominator is $1000$ i.e third power of $10$
So, the decimal form will have decimal after three digits from the left.
Thus, the decimal form of $\frac{9}{1000}$ is $0.009$
Hence, the answer is $0.009$ .

Decimal form of 91000 is:0.91000.90.0090.09

The correct option is C 0.009Since the denominator is 1000 i.e third power of 10So, the decimal form will have decimal after three digits from the left.Thus, the decimal form of 91000 is 0.009Hence, the answer is 0.009.

Decimal form of $\frac{9}{1000}$ is:
$0.9$
$1000.9$
$0.009$
$0.09$

The correct option is C $0.009$
Since the denominator is $1000$ i.e third power of $10$
So, the decimal form will have decimal after three digits from the left.
Thus, the decimal form of $\frac{9}{1000}$ is $0.009$
Hence, the answer is $0.009$ .