60×4=_ tens×4= tens=__
The Correct Answer and Explanation is :
To solve the equation (60 \times 4 = ___) tens, we first compute the left side:
[
60 \times 4 = 240
]
Next, we need to express 240 in terms of tens. A ten is equal to 10, so we can convert 240 to tens by dividing by 10:
[
240 \div 10 = 24
]
Thus, (240) can be expressed as (24) tens.
Now, we can summarize our calculations:
- (60 \times 4 = 240)
- (240) can be expressed as (24) tens.
Explanation
This calculation involves basic multiplication and understanding of place value, specifically focusing on tens. The equation (60 \times 4) is a straightforward multiplication problem where you take (60) (which is composed of (6) tens) and multiply it by (4).
The result, (240), is a product that represents the total quantity when (60) is repeated (4) times. To interpret this in terms of tens, we note that (240) is a number that can be broken down into tens. The division by (10) to find the number of tens is a key concept in understanding how larger numbers can be simplified or expressed in smaller units.
Each ten consists of (10) units, so dividing (240) by (10) allows us to count how many complete groups of (10) fit into (240). This provides us with a clearer understanding of the relationship between different numerical scales—how units, tens, hundreds, etc., relate to one another in the decimal system.
In summary:
- The equation is solved by multiplying and then converting the product into tens.
- The result tells us that (240) is equivalent to (24) tens.
This type of calculation is fundamental in arithmetic, particularly when dealing with larger numbers and different scales of measurement.