jhi
Yes! Completely True.... And BTW This Is A Homework Question For Life Science Class And It's A Shame You Are Cheating LOL But I Cheat Too! So You Are Forgiven
Lone pairs in p orbitals can affect the molecular geometry of a compound by influencing the bond angles and overall shape of the molecule. The presence of lone pairs can cause repulsion between electron pairs, leading to distortions in the molecule's geometry. This can result in deviations from the ideal bond angles predicted by the VSEPR theory, ultimately affecting the overall shape of the molecule.
The different colors of light are separated by a prism due to a process called dispersion. This is because each color of light has a different wavelength, causing them to bend at slightly different angles as they pass through the prism, resulting in the splitting of white light into its constituent colors.
The outer electrons of As is 5, and there are 3 bonded Cl's. this makes the * electrons for the octet rule to be obeyed. therefore AsCl3 will bond with one lone pair, thus the bond angle will deviate from the ideal tetrahedral angle of 109.50. VSEPR theory predicts that lone-pair bonding pair repusions are stronger than bondonding pair- bonding pair repulsions and the bond angle is predicted to be less than 109.50. the actual bond angle is around 980
The bond angles in HClO3 are approximately 109.5 degrees.
"How are straight angles different from right angles?" Is this a statement?
Probably angles and shapes.
Your head
When two angles have common vertex and side but do not overlap, they are said to be adjacent angles. Some real examples are intersection of two roads, hands of a clock etc.
real life example of exterior angles
ANY two angles that total 90o, eg the "other" angles in a right-angled triangle.
Table
There is no specific collective noun for angles; an appropriate collective noun is used based on the circumstances. Some examples are a row of angles, a series of angles, a tangle of angles, etc.
hg
No there are different angle such as right angles, obtuse angles, and acute angles.
With three different angles in the corners: Scalene With one different angles in a corner: Isosceles With all the same angles: Equilateral
There are instances that quadrilateral angles can be consecutive and opposite angles are congruent. The best examples are square and rectangle.