Construct Rhombus BEST.
BE= 4.5 cm
ET = 6 cm
Answers
Answer:
step1:- draw ET
step2:- keep E as centre draw an arc EB of radius 4.5
step3:- keep T as centre draw another arc TB of radius 4.5
step4:- join EB and TB
step5:- keep E as centre draw another arc ES of radius 4.5
step6:- keep T as centre draw another arc TS of radius 4.5
step7:- Join ES and TS
step9:- BEST is the required rhombus
![](https://hi-static.z-dn.net/files/d7c/0cb7308d20ee1c90365b64562de4342b.jpg)
Answer:(iv) Rhombus BEST
BE = 4.5 cm
ET = 6 cm
Solution:
We know that all sides of a rhombus are of the same measure. Hence, BE = ES = ST = TB The rough sketch of the rhombus BEST can be drawn as follows.
(1) ∆ BET can be constructed by using the given measurements as follows.
(2) Vertex S is 4.5 cm away from vertex E and also from vertex T. Therefore, while taking E and T as centres, draw arcs of 4.5 cm radius, which will be intersecting each other at point S.
(3) Join S to E and T.
BEST is the required rhombus.
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