Kingsley knows that 111 inch is about 2.542.542, point, 54 centimeters. He wants to write an equation he can use to convert any given length in inches (i)(i)left parenthesis, i, right parenthesis to centimeters (c)(c)left parenthesis, c, right parenthesis.
How should Kingsley write his equation?
WILL MARK BRAINLIEST

The dependent variable is the value that is affected when we change the independent variable—it depends on the independent variable. So, we write equations with the dependent variable by itself.

The phrase "given" can mean "depend on". For example, if we want to find x given y, then the value of xxx depends on the value of y. In other words, xxx would be the dependent variable, and y would be the independent variable.

Hint #22 / 3

Kingsley wants to write an equation he can use to convert any given length in inches to centimeters. This means that inches (i)left parenthesis, i, right parenthesis is the independent variable, and centimeters (c) parenthesis, c, right parenthesis is the dependent variable.

Kingsley should write his equation with the dependent variable ccc by itself.

Hint #33 / 3

Kingsley should write his equation as c=2.54ic=2.54ic, equals, 2, point, 54, i.

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Kingsley must multiply the measure in centimeters by 1 / 2.54 to get a unit conversion equation in inches.

How to derive a unit conversion formula?

Kingsley knows the conversion rate between inches and centimeters and wants to derive a formula. Both the inch and the centimeter are length units and we can represent it by the following ratio:

y / x = 2.54 (1)

Where:

y - Length, in centimeters.
x - Length, in inches

Then, we clear the variable x in (1) to find the unit conversion formula:

x = y / 2.54 (2)

Kingsley must multiply the measure in centimeters by 1 / 2.54 to get a unit conversion equation in inches.

To learn more on unit conversions: https://brainly.com/question/11543684

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