Question

10,41,94,169,2516,3625,? find missing number​

Answer 1

Answer:

2549 is the correct answer

Answer 2

The given series are:

10, 41, 94, 169, 2516, 3625, ?

We have to find, the value of missing number (?) is:

Solution:

The pattern follow:

($1^{2}$)($0^{2}$), ($2^{2}$)($1^{2}$), ($3^{2}$)($2^{2}$), ($4^{2}$)($3^{2}$), .....

10 = ($1^{2}$)($0^{2}$) = (1)(0) = 10

41 = ($2^{2}$)($1^{2}$) = (4)(1) = 41

94 = ($3^{2}$)($2^{2}$) = (9)(4) = 94

169 = ($4^{2}$)($3^{2}$) = (16)(9) = 169

2516 = ($5^{2}$)($4^{2}$) = (25)(16) = 2516

3625 = ($6^{2}$)($5^{2}$) = (36)(25) = 3625

? = ($7^{2}$)($6^{2}$) = (49)(36) = 4936

∴ Missing number (?) = 4936

Thus, the value of "missing number (?) is equal to 4936".