Answer:
B. Two.
Step-by-step explanation:
The product of the expression = [tex]25.6\times\ 14.2=363.52[/tex]
we can write 25.6 as [tex]\frac{256}{10}[/tex] and 14.2 as [tex]\frac{142}{10}[/tex]
Now product of 256 and 142 = [tex]\frac{256}{10} \times\frac{142}{10} =\frac{36352}{100}[/tex]
Since there is two zeroes at the denominator, therefore the decimal will be placed after two digits counting from right to left, i.e.,
[tex]25.6 \times 14.2=\frac{256}{10}\times\frac{142}{100} =\frac{36352}{100} =363.52[/tex]
