Question

A metal sheet is in the form of triangle XYZ ,WHERE XY=8.8meter.X(Y ANGLE)Z=64 degrees and Y(XANGLE)Z=41degrees
1)using a scale of 1cm to represent 1m,construct an accurate scale drawing of the metal sheet.
A hole is to be drilled on the metal sheet at the point O which is equidistant from X,Y and Z.
2)on the same diagram,draw the locus which represents points inside the triangle which are equidistant from
a)X and Y, b)Yand Z.

Answer 1

Something like that?

Answer 2

To be equidistant from those points means the single point inside the triangle which is the same distance from X, Y, and Z.

Answer 3

is this ur problem u texted about?

Answer 4

yes yehi problem hai

Answer 5

i dont understand, cliff has already explained it

what dont u understand?

Answer 6

well he has not explained it clearly..

Answer 7

can u understand hindi?

Answer 8

haan bolo

Answer 9

kya samajh nahin aaya

Answer 10

dude look after drawing angles n and side part one main they are saying that using a scale of 1cm a hole ids to be drilled on the metal sheet at point O which is equidistand from X y AND z..ab ye batao ke humey kya pata where is point O aur kahan per hole means cirlcle kis point per 1cm ka construct karna hai??

Answer 11

If you have straightedge and compass, you can experiment with your own drawing on paper. If you have protractor too, you can get the angles right.

http://jwilson.coe.uga.edu/emat6680fa05/evans/assignment%204/assignment%204.htm

Answer 12

ok iam sending u a link plz just expalin me point 7
http://www.mathopenref.com/constincircle.html

Answer 13

The incenter is equidistant from the sides but is not equidistanct from the vertices.

Answer 14

u make two notches on the lines from the incentre.

use these notches to make two new crossing notches

draw a line from the crossing point to incentre

thats ur perpendicular

Answer 15

ok thank u

Answer 16

you're welcome

Answer 17

First, can you draw the figure?

Answer 18

yes i have drawn the figure

Answer 19

but dont know wtha to do next

Answer 20

what*

Answer 21

You need to find the center of a circle that goes around the triangle
The center is where the perpendicular bisectors of each side meet
See http://www.mathopenref.com/constbisectline.html
for how to bisect a line segment.