Question
Construct a Δ ABC, with AB = 6 cm, AC = BC = 9 cm; find a point 4 cm from A and equidistant from B and C.
✓
Answer
Construct the ΔABC with given measurements. Draw perpendicular bisector of BC.
With A as centre and 4 cm as radius, draw an arc to intersect perpendicular bisector at P and Q.
Then the points P and Q are the requisite points.
With A as centre and 4 cm as radius, draw an arc to intersect perpendicular bisector at P and Q.
Then the points P and Q are the requisite points.
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Explore more
Similar questions
Given below are part of a geometrical figure. Complete the figure so that both axes are lines of symmetry.
Prove the following identitie : $\frac{\sin A}{1-\cos A}-\cot A=\operatorname{cosec} A$
→Points A and B have co-ordinates $(3, 5)$ and $(x, y)$ respectively. The mid point of AB is $(2, 3).$ Find the values of x and y.
→In a single throw of a die, find the probability that the number: will be an even number.
Solve for x in the following in equation, if the replacement set is N<10:
x + 5 > 11
x + 5 > 11
Write the probability of a sure event
Solve the following inequation and graph the solution set,
2x - 5 ≤ 5x + 4 < 11n ∈ R.
2x - 5 ≤ 5x + 4 < 11n ∈ R.
The internal and external diameter of a hollow hemispherical vessel are $21$ cm and $28$ cm
respectively Find: internal curved surface area
→respectively Find: internal curved surface area
Prove.
$2 \sin^2A + \cos^4A = 1 + \sin^4A$
→$2 \sin^2A + \cos^4A = 1 + \sin^4A$
In each of the following determine the; value of k for which the given value is a solution of the equation:
$3 x^2+2 k x-3=0 ; x=-\frac{1}{2}$
→$3 x^2+2 k x-3=0 ; x=-\frac{1}{2}$