Problem: N-th Tribonacci Number

Medium

30 min

Explore how to calculate the N-th Tribonacci number by applying dynamic programming concepts. This lesson helps you understand the sequence definition, constraints, and guides you through problem comprehension and coding implementation to solve it efficiently.

Statement

Given a number n, calculate the corresponding Tribonacci number. The Tribonacci sequence $T_n$ is defined as:

$T_0 = 0,\space T_1 = 1,\space T_2 = 1$ , and $\space T_{n+3} = T_n + T_{n+1} + T_{n+2},\space$ for $n >= 0$

The input number, n, is a non-negative integer.

Constraints:

$0 \leq$ n $\leq 37$
The answer is guaranteed to fit within a 32-bit integer, i.e., answer $\leq 2 ^{31} - 1$

Problem: N-th Tribonacci Number

Medium

30 min

Statement

Given a number n, calculate the corresponding Tribonacci number. The Tribonacci sequence $T_n$ is defined as:

$T_0 = 0,\space T_1 = 1,\space T_2 = 1$ , and $\space T_{n+3} = T_n + T_{n+1} + T_{n+2},\space$ for $n >= 0$

The input number, n, is a non-negative integer.

Constraints:

$0 \leq$ n $\leq 37$
The answer is guaranteed to fit within a 32-bit integer, i.e., answer $\leq 2 ^{31} - 1$

Problem: N-th Tribonacci Number

Statement

Examples

Understand the problem

Figure it out!

Try it yourself

Problem: N-th Tribonacci Number

Statement

Examples

Understand the problem

Figure it out!

Try it yourself