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What is the approximate value of 26 up to 3 decimal places using Taylor's theorem?

Updated: 9/25/2023

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Q: What is the approximate value of 26 up to 3 decimal places using Taylor's theorem?

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Continue Learning about Math & Arithmetic

What is the approximate length of the diagonal of a square if the perimeter of the square is 12ft?

Using Pythagoras' theorem it is about 4.243 feet rounded to 3 decimal places

What is the approximate value of pie upto 5 places of decimal?

Pi to 5 decimal places is about 3.14159

What is the approximate value of pi correct to two decimal places?

3.14

What is the diagonal in inches of a 10ft by 10ft square?

Using Pythagoras' theorem it works out as 169.706 inches rounded to 3 decimal places

When do you need to Approximate the height of the triangle to 3 decimal places?

When you require that degree of accuracy in the answer: no more and no less.

Related questions

What is the approximate length of the diagonal of a square if the perimeter of the square is 12ft?

Using Pythagoras' theorem it is about 4.243 feet rounded to 3 decimal places

What is the approximate value of pie upto 5 places of decimal?

Pi to 5 decimal places is about 3.14159

What is Approximate 7.0826 to 3 decimal places?

It is 7.083

What is the approximate value of pi up to 5 decimal places?

3.14159

What is the approximate value of pi correct to two decimal places?

3.14

What is One Fifteenth as a Decimal?

1/15 as a decimal is a recurring decimal: 0.066... with the 6 recurring forever; it would be usual to approximate the decimal by rounding to a number of decimal places, eg to 5 decimal places it is approx 0.06667

What is the approximate square root of 3?

1.732 (rounded to 3 decimal places)

What is the approximate value of pi upto fivedecimal places?

The approximate value of pi up to the fifth decimal place is 3.14159

What is the diagonal of a rectangle 126.5 x 213?

Using Pythagoras' theorem: 247.732 units to 3 decimal places

What is the diagonal of a rectangle 126.5 x 213 feet?

Using Pythagoras' theorem: 247.732 feet to three decimal places

What is the diagonal of 101.75x114.75?

If the dimensions are for a rectangle then by using Pythagoras' theorem the diagonal works out as 153.364 units of measurement to 3 decimal places.

What is the diagonal in inches of a 10ft by 10ft square?

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What is the approximate value of 26 up to 3 decimal places using Taylor's theorem?

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