Question

find the wrong number of the following series 3,5,8,17,33,58,94​

Answer 1

Answer:

3+(1²)=4+(2²)=8+(3²)=17+(4²)=33+(5²)=58+(6²)=94; hence the wrong no. is 5. Please mark the answer as brainliest.

Answer 2

$Given \: sequence : 3,5,8,17,33,58,94$

/* Observe the sequence ,we can find following pattern */

$i)First\:term = \blue {3 }$

$ii) \red{Second \:term} = \blue {3 } + \pink {1^{2}} \\= 3 + 1 \\= \blue{4}$

$iii)Third \:term = \blue {4 } + \pink {2^{2}} \\= 4 + 4 \\= \blue{8}$

$iv)Fourth \:term = \blue {8 } + \pink {3^{2}} \\= 8 + 9 \\= \blue{17}$

$v)Fifth \:term = \blue {17} + \pink {4^{2}} \\= 17 + 16 \\= \blue{33}$

$vi)Sixth\:term = \blue {33} + \pink {5^{2}} \\= 33 + 24 \\= \blue{58}$

$vii) Seventh\:term = \blue {58} + \pink {6^{2}} \\= 58 + 36\\= \blue{94}$

$\therfore \red{ Wrong \: number \: in \:the \: sequence } \green { = 5 }$

$\underline { \orange { Correct \: sequence :}}$

$\blue { 3,\green {4},8,17,33,58,94 }$

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