Answer:
Explanation:
The scale factor of a dilation is an important concept in mathematics that describes the relationship between two shapes or objects. It is also known as the enlargement factor and can be expressed numerically by multiplying both sides of the equation by a constant number. This number, when rounded to tenths place, will determine what value we use for our scale factor calculation.
To calculate this numeric value accurately, it’s important to understand how dilations work and what they are used for in mathematics. A dilation is essentially an operation which enlarges or reduces one shape while keeping its proportions intact (the same ratio between lengths). The scale factor determines how much larger or smaller one figure becomes compared to another after undergoing such transformation – with higher values representing bigger changes and lower ones meaning no change at all has been made from original dimensions.
Once you have determined your desired amount of scaling up/down for each side of your equation (which could include fractions), you can then round off this result into tenths place using standard rounding rules: any numbers below five should be rounded down while those above five should go up instead! This final numerical answer will give us our exact numeric value for the given dilation's scale factor - allowing us easily compare different transformations without having too many decimal points involved!