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How Many Inches Do 20 Centimetres Represent?

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There are different tools that can be used to convert inches into centimetres. There are various tricks involved in the conversion of one unit to another. The centimetre is a unit which is used to measure the length and the distance. It is a part of the metric system and it is utilized by everyone living round the globe. One hundredth of a meter is equivalent to a centimetre. However, an inch is also used for measuring the length and distance. This unit is generally used in Canada, United States and United Kingdom. Conversion from one set of unit to different set of unit requires either the process of multiplication or the division. This process helps in producing a conversion factor. The conversion factor is the combination of both the numbers and the units in a fraction form. The units which are present in the numerator and in the denominator represents the same measurement, but it is expressed in different form of units. There are various steps involved in the process of conversion of inches to centimetres.

The very first step involves the correct usage of the conversion factor.

Step 1: using the correct conversion factor.

1 inch is of the same length as 2.54cm. This will help to determine the conversion factor in the conversion of inches to centimetre’s. In order to find the conversion, factor we need to put the units which we are supposed to convert into in the top and the units we will be converting from at the bottom.

Therefore, (1inch)/ (2.54 cm)

The second step will involve the multiplication. The conversion factor will be multiplied by the number of the older units. The original problem is related with the conversion of 20 centimetre’s into inches so we will need to multiply by a conversion factor which is 20cm.

Step 2: This part will help in doing the multiplication.

{(1 inch)/ (2.54 cm)} *(20 cm).

At this step it is essential to check and to ensure that the units that will be obtained is correct. In such situation, we try to take units of centimetres on the top and in the bottom of the fraction. In this case centimetre will be divided by the unit of centimetre which will be equal to 1 that there will be no units. In such scenario it is stated that both the units are cancelled out. This helps in obtaining the outcome where the unit is in inches, which is the unit that we need to obtain for the final result.

The third step involves the various calculation to obtain the correct result.

Step 3: Performing the calculation.

(1/2.54) (20) = (1*20)/2.54=7.87

Since, the units are already discussed it is not necessary to show the calculation or the calculation regarding the units. however, the cancellation of the units can be ignored. From the step-wise calculation we obtained that by converting 20 cm into inches, it will be 7.87 inches. It can be stated that 20 cm represents 7.87 inches. There are different ways and techniques that can easily help in checking the result that is obtained by doing the conversion manually. There are different equations that can be used to convert inches to centimetre’s and centimetres into inches. There are different tools which are present online which helps in the process of conversion. All the conversion application will specify that 1 inch is equivalent to 2.54 centimetre’s. There are different steps which are algebraic and helps in the conversion. In such step the unknown variable is taken as an unknown factor ‘x’. There is different type of unitary methods which can be used to convert inches to cm and vice-versa. The most simplified ways of conversion are stated below which also requires different steps.

Step1:

2.54cm= 1inch

Step 2:

            20 cm = (1/2.54) *20 inches

Step 3:

20 cm= 7.87 inches

It is important to put all the values and units correctly within the equation. It is suggested to put the unknown factor in the left hand side and the known factor in the right hand side. It is mandatory to check all the steps involved in the conversion process in order to be sure that the result is true and correct without any error. If the conversion is not for academic purpose and different online applications can be used for the conversion process. The process of conversion can also be done mentally without doing it in written. However, the conversion of the numbers from one unit is important to bring down all the value in the same un

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