Please help me its urgent PRACTICAL-4Aim: To werify that the ratiotriangles is egual to the ratioprodultMaterials Paper", ruler, pencil and eraserProcedure:Draw two briangles of any measurements2 Name them asDraw altitudes PT and cD to the base aRand AB respectively4 Measure the lengths of bases AB and 6QR andthe heights co and PT 'with the ruler. Noteobsernationtwotheits base and correspon'ding haighteofareasofAABC and d APQR.3.yourOBSERVATIONHeightA=1xbxh Ratio of Katir of product Isarlas ()BaseACAABC)-ACA PARAB XCD =QRX PT2.FigureConclusion The ratio of arias of two triangksofbose and correspondung heightsis equal to tha ratioofproduclngkesof

We need to conclude that ratio of areas of two different triangles is equal to the ratios of product…

Aim: To verify that the ratio triangles is egual to the ratio prodult of two the its base and correspon'ding haight of areas. f Materials: Paper", ruler, pencil and eraser Procedure: Draw two briangles of any measurements 2 Name them as AABC and dAPQR. Draw altitudes PT and CD to the base RR and AB respectively 4 Measure the lengths of bases AB and QR and 3. the heights co and PT 'with the ruler Note yo'r obsernation OBSERVATION Height A=Lxbxh Ratir of Ratir o product Is arlas () Base ACAABC)- ACA PRR AB XCD = QRX PT 1. 2. Figure A Conclusion The ratio of areas of two equal to the ratio of the Braduel ongas two triangks of is ose and correspondung haights

Aim: To verify that the ratio triangles is egual to the ratio prodult of two the its base and correspon'ding haight of areas. f Materials: Paper", ruler, pencil and eraser Procedure: Draw two briangles of any measurements 2 Name them as AABC and dAPQR. Draw altitudes PT and CD to the base RR and AB respectively 4 Measure the lengths of bases AB and QR and 3. the heights co and PT 'with the ruler Note yo'r obsernation OBSERVATION Height A=Lxbxh Ratir of Ratir o product Is arlas () Base ACAABC)- ACA PRR AB XCD = QRX PT 1. 2. Figure A Conclusion The ratio of areas of two equal to the ratio of the Braduel ongas two triangks of is ose and correspondung haights

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Concept explainers

Average

In mathematics, everyone must have heard the term average in one place or other. Almost all types of calculation require taking out an average. In everyday life, the term is used for denoting a certain amount that can be said to be a typical quantity for multiple people or objects. In other words, if a group of people possesses a certain object, then the average gives us an idea regarding the quantity of the object possessed by each person. However, this is solely based on mathematical calculation. It is important to note that most people will not strictly have the average value in a group.

Question

Please help me its urgent

PRACTICAL-4
Aim: To werify that the ratio
triangles is egual to the ratio
prodult
Materials Paper", ruler, pencil and eraser
Procedure:
Draw two briangles of any measurements
2 Name them as
Draw altitudes PT and cD to the base aR
and AB respectively
4 Measure the lengths of bases AB and 6QR and
the heights co and PT 'with the ruler. Note
obsernation
two
the
its base and correspon'ding haighte
of
areas
of
AABC and d APQR.
3.
your
OBSERVATION
Height
A=1xbxh Ratio of Katir of product Is
arlas ()
Base
ACAABC)-
ACA PAR
AB XCD =
QRX PT
2.
Figure
Conclusion The ratio of arias of two triangks
of
bose and correspondung heights
is equal to tha ratio
of
produclngkes
of

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