Question

in the given figure, BC=15m, EC=18m and AB=26m.Find the length of AE​

Answer 1

Answer:

DB = EC

ED = BC

AD = AB - DB

AE² = ED² + AD²

17...

Answer 2

Answer:

17m

Step-by-step explanation:

In rectangle

opposite sides are equal...

so,BC=15m, de=15m

ce=18m , bd= 18m

AB=BC+Ad

26=18+ad

Ad=8m

In triangle are,

By The Pythogorous Theorem,

(ae)^2=(ed)^2+(ad)^2

( 15)^2+(8)^2

225+64

289

ae=root 289

ae=17m