Question

to find if 425 is a term of AP 6,11,16​

Answer 1

Step-by-step explanation:

$\boxed{\begin{array}{|c|c|c|c|}  {1-4}\Large\sf {Ionic\:Compounds} & \sf \Large {Chemical\:Formula} & \Large \sf{Melting\:point_{(k)}} & \Large\sf {Boiling\:point_{(k)}}\\ &&& \\  {1-4} \sf Sodium\:Chloride & \sf NaCl & 1074 & 1686 \\ &&& \\ {1-4} \sf Lithium\:Chloride & \sf \sf LiCl & 887 & 1600 \\ &&& \\ {1-4} \sf Calcium\:Chloride & \sf CaCl_2 & 1045 & 1900 \\ &&& \\ {1-4} \sf Calcium\:Oxide & \sf CaO & 2850 & 3120 \\ &&& \\ \ {1-4} \sf Magnesium\:Chloride & \sf MgCl_2 & 981 & 1685 \\ &&& \\ {1-4} \end{array}}$

Answer 2

Answer:

Here, a=6 ;

Here, a=6 ;d=(11-6)=5

Here, a=6 ;d=(11-6)=5Tn=425

Tn=a+(n-1).d

425=6+(n-1). 5

425=6+5n-5

425=5n+1

5n=424

n=424/5 which is not a whole number

Hence 425 is not a term of AP 6,11,16...