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A farmer grew a cantaloupe weighing 1,360,000 milligrams. How much is that weight in decagrams?

A. 360 decagrams
B. 1,360 decagrams
C. 13.60 decagrams
D. 136 decagrams

Answer :

To convert the weight of the cantaloupe from milligrams to decagrams, follow these steps:

1. Start with the weight in milligrams: The cantaloupe weighs 1,360,000 milligrams.

2. Understand the conversion factor: 1 decagram (dag) is equal to 10,000 milligrams (mg).

3. Convert milligrams to decagrams: To convert from milligrams to decagrams, divide the weight in milligrams by the number of milligrams per decagram.

[tex]\[
\text{Weight in decagrams} = \frac{1,360,000 \, \text{mg}}{10,000 \, \text{mg/dag}}
\][/tex]

4. Perform the division:

[tex]\[
\text{Weight in decagrams} = 136
\][/tex]

So, the weight of the cantaloupe is 136 decagrams.

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