Respuesta :

Each digit of the number has a quantity that is expressed in place values. The leftmost digit start with the ones digit, followed by the tens, hundreds, thousands, ten thousands, hundred thousands, millions, etc. Each adjacent place value differs 10 times. For this problem, the number is equal to

[4(10,000) + 4(1000)]×10 = 440,000

Number is equal to

[4(10,000) + 4(1000)]×10 = 440,000

Further Explanation:

Ten thousands place value:

The main digit is known as the hundred thousands' place. It discloses to you what number of sets of one hundred thousand are in the number. The number 495,784 has 400 thousands. The subsequent digit is the ten thousands' place.  

The periods of numbers:

In our decimal number framework, the estimation of a digit relies upon its place, or position, in the number. Each spot has an estimation of multiple times the spot on its right side. A number in standard structure is isolated into gatherings of three digits utilizing commas. Every one of these gatherings is known as a period.  

A digit in the ten thousands:

While a digit in the thousands spot has a worth multiple times the estimation of the digit. So to think about you can do 10,000/1,000 = 10, which implies that a digit in the ten thousand spot esteems multiple times what a similar digit esteems is it is the thousand spot.

Subject: mathematics

Level: college

Keywords: ten thousands place value, the periods of numbers, a digit in the ten thousands.

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