Question

Thirteen unit cubes are taken from the tousand cube write a fraction and a decimal to represent how many unit cubes are left

Answer 1

The fraction and a decimal to represent how many unit cubes left is 987/ 1000 and 0. 987 respectively.

How to determine the value

From the information given, we have that:

• Thirteen (13) cubes were taken
• There are a thousand cubes

It is important to note that;

Fractions represents part of a whole

If Thirteen unit cubes are taken from the thousand cube write a fraction and a decimal to represent how many unit cubes are left

Fraction = 1000 - 13/ 1000

Subtract the numerator

Fraction = 987/ 1000

Decimals are used for denoting integer and non-integer numbers

= 987/ 1000

=0. 987

Thus, the fraction and a decimal to represent how many unit cubes left is 987/ 1000 and 0. 987 respectively.

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Answer 2

The number of unit cubes left after taken 13 unit cubes from the thousand unit cubes expressed as a fraction and decimal is; 987/1000 and 0.987 respectively.

What is the number of unit cubes left when thirteen unit cubes are taken away from a thousand expressed as a fraction and decimal?

It follows from the task content that the description goes thus; Thirteen unit cubes are taken from the thousand cube.

Hence, the number of unit cubes left is; 1000 - 13 = 987.

Consequently, when expressed as a fraction of the whole, we have; = 987/1000 and when expressed as a decimal, we have; 0.987.

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