Question

Find the missing number: 13, 21, 48, 112, ?.

Answer 1

Answer:

237

Step-by-step explanation:

21-13=8 = 2cube

48-21=27=3cube

112-48=64 =4cube

now 112+5cube=112+125=237

Answer 2

The value of "the missing number is equal to 237".

Step-by-step explanation:

The given sequence are:

13, 21, 48, 112, ?

To find, the value of missing number =

The pattern follow:

Previous number + $2^{3}$, Previous number + $3^{3}$, Previous number + $4^{3}$, Previous number + $5^{3},...$,

$21=13+2^{3}=13+8=21$

$48=21+3^{3}=21+27=48$

$112=48+4^{3}=48+64=112$

Similarly,

$?=112+5^{3}=112+125=237$

The value of the missing number = 237

Hence, the value of "the missing number is equal to 237".