was itcorrect on the part of both the friends to agree mutually on the

1.	was itcorrect on the part of both the friends to agree mutually on the terms of supporting each other
Answer» Answer: yes Explanation: becuz of the perpendicular of the bisector doesn't make any sense if you have any doubt refer to the EQUATION given below be SURE to mark me as BRAINLIEST $0.6457 \times \frac{78}{432} \sqrt[546]{ \|4246524445472\| } \frac{876455 {5445}^{4464} }{.464376} 642 \times \frac{132}{4942}$ Hope it helped

was itcorrect on the part of both the friends to agree mutually on the terms of supporting each other

Answer»

Answer:

yes

Explanation:

becuz of the perpendicular of the bisector doesn't make any sense

if you have any doubt refer to the EQUATION given below be SURE to mark me as BRAINLIEST

$0.6457 \times \frac{78}{432} \sqrt[546]{ |4246524445472| } \frac{876455 {5445}^{4464} }{.464376} 642 \times \frac{132}{4942}$

Hope it helped