Question
In: Math
Determine the area of the largest isosceles triangle that can be written into the unit circle....
Determine the area of the largest isosceles triangle that can be written into the unit circle.
It is advisable to let the corners in the triangle be given by (0.1), (x, y) and (−x, y), all on the unit circle, with x ≥ 0 but where we allow y to be negative.
Solutions
Expert Solution
its
a hint to the question please proceed like this....please dont
downvote...i give u hint because it will make u more experienced by
solving by ur own...plaese dont downvote
milcah answered 2 years agoRelated Solutions
/* calculating area of a circle, calculating area of a rectangle, calculating area of a triangle,...
/*
calculating area of a circle, calculating area of a rectangle,
calculating area of a triangle, and quit.
*/
import java.util.Scanner;
public class GeoCalculator
{
public static void main(String arg[])
{
int geoCalc; //number selection of user
Scanner get = new Scanner(System.in);
//display section.
System.out.println("Geometry Calculator");
System.out.println("Please select from the following menu:");
System.out.println("1. Calculate the Area of a Cirlce.");
System.out.println("2. Calculate the Area of a Rectangle.");
System.out.println("3. Calculate the Area of a Triangle.");
System.out.println("4. QUIT");
System.out.println("Please make a selection:...
The vertices of a triangle determine a circle, called the circumcircle of the triangle. Show that...
The vertices of a triangle determine a circle, called the
circumcircle of the triangle. Show that if P is
any point on the circumcircle of a triangle, and X,
Y, and Z are the feet of the perpendiculars from
P to the sides of the triangle, then X,
Y and Z are collinear.
Argument A Since all triangles have three sides, and an isosceles triangle is a triangle, it...
Argument A
Since all triangles have three sides, and an isosceles triangle
is a triangle, it follows that an isosceles triangle has three
sides.
Argument a is:
inductive/deductive;
valid/invalid/strong/weak;
sound/unsound/cogent/uncogent?
Argument B
There is a large crack in Philadelphia's Liberty Bell. From
this, we can conclude that there was a defect in the bell's
craftsmanship.
Argument B is:
inductive/deductive;
valid/invalid/strong/weak;
sound/unsound/cogent/uncogent?
Argument C
Paleontologists now agree that the Tyrannosaurus Rex was
actually a peaceful, plant-eating dinosaur. Therefore, it is
probably...
Write a program to calculate the area of four shapes (Rectangle, triangle, circle and square). The...
Write a program to calculate the area of four shapes (Rectangle,
triangle, circle and square).
The program to present the user with a menu where one of the
shapes can be selected.
Based on the selection made, the user enters the proper input,
the program validates the input
(i.e all entries must be greater than zero).
Once the input is entered and validated, the intended area is
calculated and the entered information along with the area are
displayed.
Area of...
Area of Circle
Luther has a circular garden of radius 1.6 cm . If she plans to put artificial grass on it, How much area does she need to cover?
Find the maximum area of a rectangle inscribed in a triangle of area A.(NOTE: the triangle...
Find the maximum area of a rectangle inscribed in a triangle of
area A.(NOTE: the triangle need not necessarily be a right angled
triangle).
Assume that you have an isosceles right triangle, with legs equal to 6 units, that is...
Assume that you have an isosceles right triangle, with legs
equal to 6 units, that is rotated around on one of its legs to
generate a right circular cone. Find the volume of this cone.
Does every hyperbolic triangle have an inscribed circle? Circumscribed circle?
Does every hyperbolic triangle have an inscribed circle?
Circumscribed circle?
An isosceles right triangle, whose hypotenuse is 12 ft long, is submerged vertically so that the...
An isosceles right triangle, whose hypotenuse is 12 ft long, is
submerged vertically so that the hypotenuse is parallel to the
surface of the water. If its vertex is 3 ft above the surface, find
the total force on one side of the plate?
28. An isosceles triangle with a base of 5.5 m, height 7.3 m, dipped upright in...
28. An isosceles triangle with a base of 5.5 m, height
7.3 m, dipped upright in oil with a relative density of 0.800 with
horizontal axis of symmetry. If the tip of the horizontal axis is
4m, determine the Total force on one side of the triangle! and put
the center of pressure vertically!
[ Answers : 625 kN, 4.28 m ]
29. How far is an upright square, if its side is 1.2 m
with two horizontal sides, dipped...
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