QuestionShow why $1.016 \div 4.064 \neq 0.025$ without performing the division.

Studdy Solution

STEP 1

Assumptions1. We are asked to verify if $1.016 \div4.064 \neq0.025$ without performing the actual division.

STEP 2

We can approach this problem by using the properties of division. If we multiply the divisor by the quotient, we should get the dividend. In other words, if $a = b \div c$ , then $b = a \times c$ .
$Dividend = Quotient \times Divisor$

STEP 3

Let's plug in the given values into this equation.
$1.016 =0.025 \times.064$

STEP 4

Perform the multiplication on the right side of the equation.
$1.016 =0.025 \times4.064 =0.102$

STEP 5

Now, compare the left side of the equation (1.016) with the right side (0.102).Clearly, $1.016 \neq0.102$ . Therefore, we can conclude that $1.016 \div4.064 \neq0.025$ without actually performing the division.

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