How many eighty-fours are in 672?

Mathematics

2 answers:

frozen [14]3 years ago

5 0

The number of eighty fours in 672 is 8

How many eighty fours are in 672
Let x represent the number of the 84 (can be expressed as 84 x X)

<h2>Further Explanation</h2>

Recall 672 is the total value,

Therefore, you have:

84 x X = 672

84x = 672 (then determine the value of x)

X= $\frac{672}{84}$

X = 8

Thus, the number of eighty fours in 672 is 8.

<h3><u>You can also solve this question quickly by following this step:</u></h3>

To determine how many eighty-fours are in 672 answer, the numerical value of eighty-four will be converted from words to figure, and then, a division process will take place between the significant numerical figures i.e. 672 divided by eighty-four

Hence, eighty-four becomes 84.

Dividing the two numerical value:

= 672 ÷ 84

= $\frac{672}{84}$

= 8.

Therefore, there are eight (8) eighty-fours in 672.

To confirm the given answer, multiply 8 by 84, the resulting value will be 672.

= 8 x 84

= 672

The mathematical expression given is a form of number problem will was expressly solved with the aid of Division, and further explained by another process known as multiplication.

Division is a term that involves the dividing or overall splitting of two or more numerical values to derive a final value of equal parts or groups.

And it is an elementary mathematical operations that is a function of an order of operations called BODMAS. Multiplication is the repeated adding of two or more significant figures.

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