Advertisements
Advertisements
Question
A triangle ABC is enlarged, about the point O as centre of enlargement, and the scale factor is 3. Find : OA, if OA' = 6 cm.
Solution
Given that ABC is enlarged and the scale factor m = 3 to the triangle A'B'C'.
OA' = 6 cm
So, OA(3) = OA'
`=>` OA(3) = 6
`=>` OA = 2 cm
APPEARS IN
RELATED QUESTIONS
In figure, ∆ACB ~ ∆APQ. If BC = 8 cm, PQ = 4 cm, BA = 6.5 cm, AP = 2.8 cm, find CA and AQ.
State, true or false:
Two isosceles-right triangles are similar.
In the given figure, AB || EF || DC; AB = 67.5 cm, DC = 40.5 cm and AE = 52.5 cm.
- Name the three pairs of similar triangles.
- Find the lengths of EC and EF.
ΔABC ∼ ΔDEF and A(ΔABC) : A Δ(DEF) = 1 : 2 If AB = 4 find DE.
In ΔABC, AB = 8cm, AC = 10cm and ∠B = 90°. P and Q are the points on the sides AB and AC respectively such that PQ = 3cm ad ∠PQA = 90. Find: The area of ΔAQP.
The scale of a map is 1 : 50000. The area of a city is 40 sq km which is to be represented on the map. Find: The area of land represented on the map.
A model of cargo tuck is made to a scale of 1:40. The length of the model is 15cm. Calculate: The length of the truck
If figure OPRQ is a square and ∠MLN = 90°. Prove that ∆LOP ~ ∆QMO
In the figure, if ∠FEG ≡ ∠1 then, prove that DG2 = DE.DF
In the given figure, if ABCD is a trapezium in which AB || CD || EF, then prove that `(AE)/(ED) = (BF)/(FC)`.