Dr. Sanjeev Verma and R.K. Tyagi Solutions for Chapter: Test Paper - 6, Exercise 2: TEST PAPER -6

Draw a line parallel to given line $l$ and passing through given point $p$.

Through what difference angles should a rectangle be rotated to be in symmetrical position with the original position

Two line segments $AB$ and $CD$ bisect each other at point $\text{'}O\text{'}$. Prove that

$\overline{AC}\parallel \overline{BD}$

Two line segments $AB$ and $CD$ bisect each other at point $\text{'}O\text{'}$. Prove that

$\left(iii\right)\overline{AC}=\overline{BD}$

Find the area of the shaded region in the following figure.

In the following Fig.;

(i) the number of lines of symmetry.

In the following Fig.

(ii) the order of rotational symmetry.

Draw the line of symmetry also.

In the figure given below, all the steps are $0.5\text{m}$ high. Find the area of shaded region?