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Consider the segment AB on the graph.
[vertical distance is 2 units from A to B]
[horizontal distance is 1 units from A to B]
...If the length of AB is c, find the exact value of c.

Consider the segment AB on the graph vertical distance is 2 units from A to B horizontal distance is 1 units from A to B If the length of AB is c find the exact class=

Respuesta :

MrRoyal

The exact value of c is √5

How to determine the exact value of c?

The given parameters are:

  • Vertical distance is 2 units from A to B
  • Horizontal distance is 1 unit from A to B

The length of AB is given as c

i.e. AB = c

The length of AB is calculated using

AB = √Vertical distance^2 + Horizontal distance^2

Substitute the known values in the above equation

AB = √2^2 + 1^2

Evaluate

AB = √5

Recall that

AB = c

So, we have

c= √5

Hence, the exact value of c is √5

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