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In the trapezoid below, what is the length of the base
AB ?
(a) 3 units
(b) 4 units
(c) 5 units
(d) 6 units

1" units "

$15$ ) In the trapezoid below, what is the length of the base $A B$ ? $\newline$ (a) $3$ units $\newline$ (b) $4$ units $\newline$ (c) $5$ units $\newline$ (d) $6$ units $\newline$ $1 \text { units }$

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Triangle Inequality Theorem

Full solution

Q.

15

) In the trapezoid below, what is the length of the base

A B

?

\newline

(a)

3

units

\newline

(b)

4

units

\newline

(c)

5

units

\newline

(d)

6

units

\newline

1 \text { units }

Identify Properties: To find the length of base $AB$ , we need to use the properties of trapezoids or any given information about the sides.
Lack of Information: Since no additional information is provided, we cannot determine the length of base $AB$ . The problem seems to be missing necessary details, such as the lengths of the other sides or the height of the trapezoid.

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