Question

Good morning mates ? 17. An altitude of a triangle is five-thirds the length of its corresponding base. If the altitude be
same. Find the base and the altitude of the triangle.​​

Answer 1

Step-by-step explanation:

The base and altitude of the triangle is 12 cm and 20 cm respectively. We are given that An altitude of the triangle is five third the length of its corresponding base. Hence the base and altitude of the triangle is 12 cm and 20 cm respectively..

Answer 2

Answer:

Let the length of corresponding base be

Let the length of corresponding base be x

Let the length of corresponding base be xx

Let the length of corresponding base be xx.

Let the length of corresponding base be xx.Thus, altitude will be

Let the length of corresponding base be xx.Thus, altitude will be 5

Let the length of corresponding base be xx.Thus, altitude will be 53

Let the length of corresponding base be xx.Thus, altitude will be 53x

Let the length of corresponding base be xx.Thus, altitude will be 53x53x

Let the length of corresponding base be xx.Thus, altitude will be 53x53x.

Let the length of corresponding base be xx.Thus, altitude will be 53x53x.Now, it is given that altitude is increased by

Let the length of corresponding base be xx.Thus, altitude will be 53x53x.Now, it is given that altitude is increased by4

Let the length of corresponding base be xx.Thus, altitude will be 53x53x.Now, it is given that altitude is increased by44

Let the length of corresponding base be xx.Thus, altitude will be 53x53x.Now, it is given that altitude is increased by44cm i.e.,

53x+4

3x+453x+4

3x+453x+4and base is decreased by

3x+453x+4and base is decreased by2

3x+453x+4and base is decreased by22

3x+453x+4and base is decreased by22cm i.e.,

3x+453x+4and base is decreased by22cm i.e.,x

3x+453x+4and base is decreased by22cm i.e.,x−

3x+453x+4and base is decreased by22cm i.e.,x−2

3x+453x+4and base is decreased by22cm i.e.,x−2x−2

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.The area is same for both.

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.The area is same for both.Therefore,

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.The area is same for both.Therefore,12×x×53x

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.The area is same for both.Therefore,12×x×53x=

3x+453x+4and base is decreased by22cm i.e.,x−2x−2.The area is same for both.Therefore,12×x×53x=12×(53x+4)×(x−2)

I hope my Answer help you