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# Some of the factors of n^{2}/2 + n/2 are 1/2, n and (n+1). Is the given statement true or false

**Solution:**

The statement ‘Some of the factors of n^{2}/2 + n/2 are 1/2, n and (n+1)’ is true.

Given n^{2}/2 + n/2

Taking common terms,

n^{2}/2 + n/2 = n/2 (n + 1)

Further, this can also be written as,

= n × 1/2 × (n + 1)

**✦ Try This: **State true or false: One of the factors of 3x² - 5x is x

The given statement is true,

Given, 3x² - 5x = x( 3x - 5)

Since the given expression is expressed as the product of ‘x’ and another term. Clearly x is a factor of the given expression

**☛ Also Check: **NCERT Solutions for Class 8 Maths Chapter 9

**NCERT Exemplar Class 8 Maths Chapter 7 Problem 68**

## Some of the factors of n^{2}/2 + n/2 are 1/2, n and (n+1). Is the given statement true or false

**Summary: **

The statement ‘Some of the factors of n^{2}/2 + n/2 are 1/2, n and (n+1)’ is true

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