The easiest example would be 2 4 6 8 and 10. For example to create a series of increasing random numbers that spills in as many rows and columns as specified in B1 and B2 respectively and start at the integer in B3 the formula goes as follows. However a linear series can also be a series of decimal numbers 15 25 35 decreasing numbers by two 100 98 96 or even negative numbers -1 -2 -3.
Find the sum of the consecutive.
The number of integers from x to y inclusive y - x 1example. Sum of cube of first or consecutive n even natural numbers 2n 2 n 1 2. However a linear series can also be a series of decimal numbers 15 25 35 decreasing numbers by two 100 98 96 or even negative numbers -1 -2 -3. The easiest example would be 2 4 6 8 and 10.