Ask a New Question

Question


A triangular flower garden has a an area of 28 m2. Two of its edges are 14 metres and 8 metres. Find the angle between the two edges.
3 years ago

Answers

mathhelper
Area of triangle = (1/2)(side1)(side2)sinθ , where θ is the
angle between them

28 = (1/2)(14)(8)sinθ
sinθ = .5
θ = 30°
3 years ago
James
1/2(14*8)sin c [28] =(1/2x14x8 sin c) 28÷56=0.5 sun 0.5=30°
3 years ago

Related Questions

A square flower garden and a sidewalk around the garden have an area of 400 ft2. The sidewalk has a... In a flower garden, 1/4 of the bulbs are daffodils, 3/8 are tulips and the remaining 21 bulbs are pi... In a flower garden, there are 4 tulips for every 9 daisies. If there are 24 tulips, how many daisies... In a flower garden, there are 5 tulips for every 7 daisies. If there are 40 tulips, how many daisies... A flower garden has 3 times as many red roses than pink roses. Twice the number of red roses is the... triangular flower garden ABC in which AB = 4m, BC = 5and ∠BCA =30. Point D lies on AC such that BD... riangular flower garden ABC in which AB = 4m, BC = 5and ∠BCA =30. Point D lies on AC such that BD =... A triangular flower garden measure 10m, 15m and 24m. find the area of the garden
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use