Question

1. A field is in the form of a triangle. If its
area is 2.5 ha and the length of its base
is 26 m, find its altitude.​

Answer 1

Answer:

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A field is in the form of a triangle. If its area is 2.5 ha and the length of its base is 26 m, find its altitude.

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Step-by-step explanation:

➠Given

Its altitude is 1923 m -------------

The hectare ( symbol ha) is a metric unit of area defined as 10,000 square metres (100 m by 100 m), and primarily used in the measurement of land.Triangle

Area = ½ × b × h

b = base

h = vertical height 2.5 ha =25,000 square metres =½ × 26 m × h So h = 25,000 m/ ½ × 26 m or 25,000 m/ 13 m = 1923 m

Answer 2

➠Given

Its altitude is 1923 m -------------

The hectare ( symbol ha) is a metric unit of area defined as 10,000 square metres (100 m by 100 m), and primarily used in the measurement of land.Triangle

Area = ½ × b × h

b = base

h = vertical height 2.5 ha =25,000 square metres =½ × 26 m × h So h = 25,000 m/ ½ × 26 m or 25,000 m/ 13 m

$\huge \mathfrak \red{ 1923 m}$