Question

Draw PQ=8.3 cm. draw its axis of symmetry. Name the mid point of PQ ​

Answer 1

Answer:

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

$\red{\rule{45pt}{99999pt}}\orange{\rule{45pt}{99999pt}}\green{\rule{45pt}{99999pt}}\blue{\rule{45pt}{99999pt}}\pink{\rule{45pt}{99999pt}}$

Step-by-step explanation: