Question

Tara is 66 inches tall and her son, Tom, is \[59\dfrac{7}{{12}}\] inches tall. How much taller is Tara?

Answer 1

Hint: To find the height of Tara comparing with her son Tom, let us consider the given data that Tara is 66 inches tall and Tom is \[59\dfrac{7}{{12}}\] inches tall, based on this we can find how many inches Tara is taller than her son Tom.

Complete step-by-step solution:
Here, consider the given data that Tara is 66 inches tall and Tom is \[59\dfrac{7}{{12}}\] inches tall.
As per the statements given, in terms of maths the equation is written as follows:
Tara is \[66 - 59\dfrac{7}{{12}}\]inches tall
In which the equation implies that Tara is taller than her son Tom.
Now let us simplify the equation
\[66 - 59 - \dfrac{7}{{12}}\]
Or we can write the equation as
\[\left( {66 - 59} \right) + 1\dfrac{7}{{12}}\]
Hence, we get
\[6 + \dfrac{5}{{12}}\]inches

Therefore, Tara is \[6\dfrac{5}{{12}}\]inches tall.

Additional information: Definition of Length and Height
Length: In Geometry, the length is defined as the longest dimension of an object. It describes the entity of an object, irrespective of the dimensions. It is usually measured along the x-axis, which is a horizontal extent.
Height: The height is defined as the measurement of the distance of an object from the base to the top. In General, it is the measurement along the y-axis of an object in the coordinate geometry.

Note: To find height of any given person compare it with the given data of the other person. As in the question given based on this, we can find out Tara is tall or her son Tom is tall. Therefore, by all the Statements and calculations we can find the solution for the given question.