Question

The pie chart given below represents the number of stationery items sold in a month at a shop. If the total number of items sold was 1080, find the number of pens, notebooks, books and other items sold.

• A. Pens - 330; Notebooks - 320; Books - 195; Others - 235
• B. Pens - 360; Notebooks - 320; Books - 175; Others - 225
• C. Pens - 390; Notebooks - 300; Books - 175; Others - 215
• D. Pens - 360; Notebooks - 300; Books - 195, Others - 225

Answer 1

The correct option is D

Pens - 360; Notebooks - 300; Books - 195, Others - 225

We know if $x$ is the fraction of total items shown on a pie chart then, angle $\theta$ = $x\times {360}^{\circ }$

$\Rightarrow x$ = $\frac{\theta }{{360}^{\circ }}$ ; where $x$ =$\frac{Numberofparticularitemssold}{Totalnumberofitemssold}$

$\therefore$ Number of particular items sold = $\frac{\theta }{{360}^{\circ }}$​ $\times$ 1080

Pens =$\frac{{120}^{\circ }}{{360}^{\circ }}$ $\times$ 1080 = 360

Notebooks =$\frac{{100}^{\circ }}{{360}^{\circ }}$ $\times$ 1080 = 300​

Books = $\frac{{65}^{\circ }}{{360}^{\circ }}$ $\times$ 1080 = 195

Others = $\frac{{75}^{\circ }}{{360}^{\circ }}$ $\times$ 1080 = 225