The Area Of A Piece Of Land Is 4,951,000 Square Meters. How Is This Number Of Square Meters Written In Scientific Notation?

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The Area Of A Piece Of Land Is 4,951,000 Square Meters. How Is This Number Of Square Meters Written In Scientific Notation?. It is written as a product of a number between 1 and 10 (inclusive) and a power of 10. The given number is 4,951,000.

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It is written as a product of a number between 1 and 10 (inclusive) and a power of 10. The number of square meters written in scientific notation is [4.951 \times 10^6]. How is this number of square meters written in scientific notation?

A \ (4.951 \Times 10^6\)


The area of land, 4,951,000 square meters, is written in scientific notation as 4.951× 106. Scientific notation expresses a number as a product of a number. In this case, it must be moved $$6$$6 places to the left.

So, The Correct Option Is:


8 5 points the area of a piece of land is 4,951,000 square meters. Answer write the number as a multiplication of the number you found in step 3 and 10 raised to the power of the number of places you moved the decimal point in step 4. The problem asks to convert the area of a piece of land from standard notation (4,951,000 square meters) to scientific notation.

How Is This Number Of Square Meters Written In Scientific Notation?


It is written as a product of a number between 1 and 10 (inclusive) and a power of 10. This format involves moving the decimal point so that only one digit is to the left of. To express this in scientific notation, we need to determine where.

How Is This Number Of Square Meters Written In Scientific Notation?


The number of square meters written in scientific notation is [4.951 \times 10^6]. The area of a piece of land is 4,951,000 square meters. The given number is 4,951,000.

To Write The Number 4,951,000 In Scientific Notation, We Need To Express It As A Product Of A Number Between 1 And 10, And A Power Of 10.


Identify the number of places the decimal point must be moved to get a number between $$1$$1 and $$10$$10.

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