Which statement about the product is true?
7.56 times 6 point ModifyingAbove 7 with bar
(1 point)
Responses
The product is irrational.
The product is irrational.
The product is rational.
The product is rational.
The product is neither rational nor irrational.
The product is neither rational nor irrational.
The nature of the product cannot be determined.
show your work
To find the product of 7.56 and 6, simply multiply the two numbers:
7.56 * 6 = 45.36
Since 45.36 is a decimal number and can be expressed as a fraction (4536/100), it is a rational number.
Therefore, the statement "The product is rational" is true.
To determine the truth regarding the statement about the product, we need to calculate the result of the expression 7.56 times 6.
To begin, we can multiply 7.56 by 6 as follows:
7.56 * 6 = 45.36.
So, the product of 7.56 times 6 is equal to 45.36.
Now, to determine whether the product is rational or irrational, we need to consider its decimal representation.
Since the product, 45.36, can be expressed as a terminating decimal (i.e., a decimal that ends or terminates after a finite number of digits), it is considered rational.
Therefore, the true statement about the product is:
"The product is rational."
To find the product of 7.56 and 6, simply multiply the two numbers together:
7.56 x 6 = 45.36
Now, the question mentions "ModifyingAbove 7 with bar." Assuming this means to round up 7.56 to the nearest whole number, we get:
8 x 6 = 48
Since 48 is a rational number (a number that can be expressed as a ratio of two integers), the correct statement is:
The product is rational.