Posted by **Ayesha** on Sunday, March 18, 2012 at 9:16am.

A landscape architect is designing a triangular garden to fit in the corner of a lot. The corner of the lot forms an angle of 50°, and the sides of the

garden including this angle are to be 12 feet and 14 feet, respectively. Find, to the nearest integer, the number of square feet in the area of the garden.

## Answer This Question

## Related Questions

- algebra - A water faucet is located in one corner of Juan's garden. He wants a ...
- yargo - a garden is shaped like an x. there is a right angle at each corner of ...
- math - A triangular lot sits at the corner of two streets that intersect at an ...
- math - The Aesthetic Garden Problem. A landscape architect wants the length of a...
- math - The shorter diagonal of a rhombus is 10 inches long, and the angle the ...
- calculus - A landscape architect wished to enclose a rectangular garden on one ...
- Calculus - A landscape architect wished to enclose a rectangular garden on one ...
- diff calculus - 1.) triangular corner lot has perpendicular sides of lengths 120...
- math - a landscape architect plans to enclose a 3000 square foot rectangular ...
- Math - 1. Jenny is building a rectangular garden around a tree in her yard. The ...

More Related Questions