Question
In the given figure,

From the above figure, what is the value of AC?
- 3
- 5
- 7
- Both 5 and 7
Hint:
We know that the value of x can be equals to or greater than 0. So, by substituting the minimum value of x we get the minimum value of AC.
The correct answer is: 5
We know that x ≥ 0.
¶ So, AC =5x+5=0+5=5¶So, the value of AC be 5.
Related Questions to study
In the given figure,

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What can be the length of AB?

AB > 46
What can be the length of AB?

AB > 46
What can be the length of AC?

Therefore, the Side AC should be greater than 58 degrees.
What can be the length of AC?

Therefore, the Side AC should be greater than 58 degrees.
What do you observe in ∆ABC?

Right angled triangle:
The triangle in which one of the angle is being 90 degrees.
>>>Therefore, we can say that the given triangle is an example of right angled triangle.
What do you observe in ∆ABC?

Right angled triangle:
The triangle in which one of the angle is being 90 degrees.
>>>Therefore, we can say that the given triangle is an example of right angled triangle.
Which group of lengths is used to form a triangle?
The sides that follows triangle inequality is (3,4,5).
>>>It forms right angled triangle.
Which group of lengths is used to form a triangle?
The sides that follows triangle inequality is (3,4,5).
>>>It forms right angled triangle.