Question

Q.17 - The base of a parallelogram is (X + 2), altitude to the base is (X-
6) and the area is (x2 - 4), find out its actual area.​

Answer 1

Answer:

Answer:Area of parallelogram = 96 cm^2

Answer:Area of parallelogram = 96 cm^2Given :

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).To find :

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).To find :its actual area =?

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).To find :its actual area =?Step-by-step explanation:

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).To find :its actual area =?Step-by-step explanation:Length of parallel sides of a parallelogram are equal.

Answer:Area of parallelogram = 96 cm^2Given :The base of a parallelogram is (x +2).Altitude to the base is (x - 6).The area is (X^2 - 4).To find :its actual area =?Step-by-step explanation:Length of parallel sides of a parallelogram are equal.So, the sum of length of parallel sides= 2(x+2)

•Altitude to the base= (x - 6)

•Area of parallelogram= 1/2*(sum of parallel sides) × (altitude between parallel sides)

|Area of parallelogram= 1/2 × 2(x+2)× (x-6)

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12x^2 cancel out each other

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12x^2 cancel out each other-2 = x-12

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12x^2 cancel out each other-2 = x-12x= 12- 2

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12x^2 cancel out each other-2 = x-12x= 12- 2x = 10

Area of parallelogram= 1/2 × 2(x+2)× (x-6)x^2 - 2 = x^2 - 6x + 2x-12x^2 cancel out each other-2 = x-12x= 12- 2x = 10Hence , area of parallelogram= x^2 - = 10^2 - 4 = 96 cm^2

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