Evaluate the partitioned interval {-6,4,3,-9,2,8} and find the norm (m

Evaluate the partitioned interval {-6,4,3,-9,2,8} and find the norm (mesh)

Enter Partitioned Interval

Evaluate the partitioned interval:

{-6,4,3,-9,2,8}

Calculate Δ0 → -9,-6,2,3,4,8

Subinterval 0 → [x0,x1] = [-9,-6]

Δ0 = x1 - x0

Δ0 = -6 - -9

Δ0 = 3

Calculate Δ1 → -9,-6,2,3,4,8

Subinterval 1 → [x1,x2] = [-6,2]

Δ1 = x2 - x1

Δ1 = 2 - -6

Δ1 = 8

Calculate Δ2 → -9,-6,2,3,4,8

Subinterval 2 → [x2,x3] = [2,3]

Δ2 = x3 - x2

Δ2 = 3 - 2

Δ2 = 1

Calculate Δ3 → -9,-6,2,3,4,8

Subinterval 3 → [x3,x4] = [3,4]

Δ3 = x4 - x3

Δ3 = 4 - 3

Δ3 = 1

Calculate Δ4 → -9,-6,2,3,4,8

Subinterval 4 → [x4,x5] = [4,8]

Δ4 = x5 - x4

Δ4 = 8 - 4

Δ4 = 4

Calculate the norm (mesh):

Find the largest interval

Δ1 = 8

What is the Answer?

How does the Interval Partition Calculator work?

Free Interval Partition Calculator - Given a partitioned interval, this evaluates the norm (mesh) by calculating each subinterval
This calculator has 1 input.

What 1 formula is used for the Interval Partition Calculator?

What 4 concepts are covered in the Interval Partition Calculator?

differencethe result of one of the important mathematical operations, which is obtained by subtracting two numbersintervala set of real numbers that contains all real numbers lying between any two numbers of the setmeshA description of an object by a collection of small simple shapespartitiona grouping of its elements into non-empty subsets, in such a way that every element is included in exactly one subset.

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