The formula for the area of any triangle is:A = 1212 × b × hwhere A = area, b = length of the base and h = perpendicular heightComplete the working to find the area of this triangle.A = 1212 × b × h  = 1212 ×  ×   =  cm2

A triangle has a base of 24 inches and an area of 260 square inches.  Which equation can be used to find h, the height of the triangle?ResponsesA 24h = 26024 h = 260B 12h = 26012 h = 260C 48h = 26048 h = 260D 260h = 12260 h = 12

Write a function called triangle that takes in two parameters: b and h that represents the base and height respectively. The function calculates and returns the area of the triangle. You may assume that the arguments passed into the function are valid base and height values.

The height of the triangle shown is about 11 meters.Calculate the approximate area of the triangle.View Image DescriptionA triangle ABC on a coordinate plane. It has sides labeled 16 m, 22 m, and 12 m.The side opposite angle A is 16 m.The side opposite angle B is 22 m.The side opposite angle C is 12 m.The height of the triangle is indicated by a dashed line that extends from angle B, through the interior of the triangle to side AC. It is labeled 11 m.121 square meters242 square meters100 square meters95 square meters

Calculate the area of the triangle shown. Round your final answer to the nearest whole number.View Image DescriptionA triangle labeled ABC on a coordinate plane.Side AC has length of 9.24 units.Side BC and AB each have a length of 14 units.The height is indicated by a dashed line extending through the interior of the triangle from angle B to side AC. It is 13.22 units.110 units squared65 units squared125 inches squared61 units squared

The base of a right triangle is 8 cm and hypotenuse is 10 cm. Its area will be :a.40 cm2b.48 cm2c.24 cm2d.80 cm2