QuestionThe number of significant figures in $50.0009$ is how many?

Studdy Solution

STEP 1

Assumptions1. The number is $50.0009$ . We are asked to find the number of significant figures in the number3. The rules for determining significant figures are as follows - All non-zero digits 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

Identify the non-zero digits in the number. These are all considered significant.
In $50.0009$ , the non-zero digits are $5$ and $9$ .

STEP 3

Identify any zeros between significant digits. These are also considered significant.
In $50.0009$ , the zeros between the $5$ and the $9$ are significant.

STEP 4

Identify any leading zeros. These are not considered significant.
In $50.0009$ , there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In $50.0009$ , the zeros after the decimal point and before the $9$ are considered significant.

STEP 6

Count all the significant figures.
In $50.0009$ , there are $6$ significant figures $5$ , $0$ , $0$ , $0$ , $0$ , and $9$ .
So, the number $50.0009$ has $6$ significant figures.

Was this helpful?

QuestionThe number of significant figures in $50.0009$ is how many?

Studdy Solution

STEP 1

STEP 2

Identify the non-zero digits in the number. These are all considered significant.
In $50.0009$ , the non-zero digits are $5$ and $9$ .

STEP 3

Identify any zeros between significant digits. These are also considered significant.
In $50.0009$ , the zeros between the $5$ and the $9$ are significant.

STEP 4

Identify any leading zeros. These are not considered significant.
In $50.0009$ , there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In $50.0009$ , the zeros after the decimal point and before the $9$ are considered significant.

STEP 6

Count all the significant figures.
In $50.0009$ , there are $6$ significant figures $5$ , $0$ , $0$ , $0$ , $0$ , and $9$ .
So, the number $50.0009$ has $6$ significant figures.

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionThe number of significant figures in 50.000950.000950.0009 is how many?

Studdy Solution

STEP 1

STEP 2

Identify the non-zero digits in the number. These are all considered significant.In 50.000950.000950.0009, the non-zero digits are 555 and 999.

STEP 3

Identify any zeros between significant digits. These are also considered significant.In 50.000950.000950.0009, the zeros between the 555 and the 999 are significant.

STEP 4

Identify any leading zeros. These are not considered significant.In 50.000950.000950.0009, there are no leading zeros.

STEP 5

Identify any trailing zeros in a number containing a decimal point. These are considered significant.In 50.000950.000950.0009, the zeros after the decimal point and before the 999 are considered significant.

STEP 6

Count all the significant figures.In 50.000950.000950.0009, there are 666 significant figures 555, 000, 000, 000, 000, and 999.So, the number 50.000950.000950.0009 has 666 significant figures.

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionThe number of significant figures in $50.0009$ is how many?

Identify the non-zero digits in the number. These are all considered significant.
In $50.0009$ , the non-zero digits are $5$ and $9$ .

Identify any zeros between significant digits. These are also considered significant.
In $50.0009$ , the zeros between the $5$ and the $9$ are significant.

Identify any leading zeros. These are not considered significant.
In $50.0009$ , there are no leading zeros.

Identify any trailing zeros in a number containing a decimal point. These are considered significant.
In $50.0009$ , the zeros after the decimal point and before the $9$ are considered significant.

Count all the significant figures.
In $50.0009$ , there are $6$ significant figures $5$ , $0$ , $0$ , $0$ , $0$ , and $9$ .
So, the number $50.0009$ has $6$ significant figures.