QuestionThe number of significant figures in $9020.0$ is ?

Studdy Solution

STEP 1

Assumptions1. The number given is $9020.0$ . We need to find the number of significant figures in the given number.
3. The rules for determining significant figures are as follows - All non-zero numbers are considered significant. - Any zeros between significant digits are significant. - Leading zeros are not significant. - Trailing zeros in a number containing a decimal point are significant.

STEP 2

First, identify all the non-zero numbers in the given number. These are considered significant.
In the number $9020.0$ , the non-zero numbers are $9$ , $2$ , and $1$ .

STEP 3

Next, identify any zeros between significant digits. These are also considered significant.
In the number $9020.0$ , there are no zeros between significant digits.

STEP 4

Identify any leading zeros. These are not considered significant.
In the number $9020.0$ , there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In the number $9020.0$ , there is one trailing zero after the decimal point.

STEP 6

Add up all the significant figures identified in the previous steps.
In the number $9020.0$ , there are $3$ non-zero numbers and $1$ trailing zero after the decimal point. Therefore, there are $3 +1 =4$ significant figures.
The number $9020.0$ has $4$ significant figures.

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QuestionThe number of significant figures in $9020.0$ is ?

Studdy Solution

STEP 1

STEP 2

First, identify all the non-zero numbers in the given number. These are considered significant.
In the number $9020.0$ , the non-zero numbers are $9$ , $2$ , and $1$ .

STEP 3

Next, identify any zeros between significant digits. These are also considered significant.
In the number $9020.0$ , there are no zeros between significant digits.

STEP 4

Identify any leading zeros. These are not considered significant.
In the number $9020.0$ , there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In the number $9020.0$ , there is one trailing zero after the decimal point.

STEP 6

Add up all the significant figures identified in the previous steps.
In the number $9020.0$ , there are $3$ non-zero numbers and $1$ trailing zero after the decimal point. Therefore, there are $3 +1 =4$ significant figures.
The number $9020.0$ has $4$ significant figures.

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QuestionThe number of significant figures in 9020.09020.09020.0 is ?

Studdy Solution

STEP 1

STEP 2

First, identify all the non-zero numbers in the given number. These are considered significant.In the number 9020.09020.09020.0, the non-zero numbers are 999, 222, and 111.

STEP 3

Next, identify any zeros between significant digits. These are also considered significant.In the number 9020.09020.09020.0, there are no zeros between significant digits.

STEP 4

Identify any leading zeros. These are not considered significant.In the number 9020.09020.09020.0, there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.In the number 9020.09020.09020.0, there is one trailing zero after the decimal point.

STEP 6

Add up all the significant figures identified in the previous steps.In the number 9020.09020.09020.0, there are 333 non-zero numbers and 111 trailing zero after the decimal point. Therefore, there are 3+1=43 +1 =43+1=4 significant figures.The number 9020.09020.09020.0 has 444 significant figures.

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QuestionThe number of significant figures in $9020.0$ is ?

First, identify all the non-zero numbers in the given number. These are considered significant.
In the number $9020.0$ , the non-zero numbers are $9$ , $2$ , and $1$ .

Next, identify any zeros between significant digits. These are also considered significant.
In the number $9020.0$ , there are no zeros between significant digits.

Identify any leading zeros. These are not considered significant.
In the number $9020.0$ , there are no leading zeros.

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In the number $9020.0$ , there is one trailing zero after the decimal point.

Add up all the significant figures identified in the previous steps.
In the number $9020.0$ , there are $3$ non-zero numbers and $1$ trailing zero after the decimal point. Therefore, there are $3 +1 =4$ significant figures.
The number $9020.0$ has $4$ significant figures.