Question

282,354,444 के समान कोनसा हे
(a)453,(b)417,(c)336,(d)246​

Answer 1

$Given \: sequence \: 282, 354, 444, \red{?}$

/* By observing the sequence , we can find the following pattern */

$i ) First \:term = 282$

$Sum \:of \:the \:digits = 2+8+2 = 12$

$ii ) Second \:term = 354$

$Sum \:of \:the \:digits = 3+5+4 = 12$

$iii ) Third\:term = 444$

$Sum \:of \:the \:digits = 4+4+4= 12$

$and \: terms \: are \: in \: \blue { ascending \:order }$

$\red{ Next\:term } \green {= 453}$

$Sum \:of \: the \: digits = 4 + 5 + 3 = 12$

Therefore.,

$Option \: \pink { ( a ) } \: is \: correct.$

•••♪