Information Handling || Average of the numbers
Find the Average of the following numbers:
1.) 125, 145, 80, 124, 102, 144
Solution:
Given Number `=\125,\145,\80,\124,\102,\144`
Total given number `= 6`
Average =` \frac{Sum\ of\ Numbers}{Total\ Numbers}`
=` \frac{125 + 145 + 80 + 124 + 102 + 144}6`
=` \frac{720}6`
= 120
2.) 150, 200, 250, 300, 350, 400, 450
Solution:
Given Number `=\150,\200,\250,\300,\350,\400,\450`
Total given number `= 7`
Average `= \frac{Sum\ of\ Numbers}{Total\ Numbers}`
`= \frac{150 + 200 + 250 + 300 +350 + 400 450}7`
`= \frac{2100}7`
`= 300`
3.) 200, 300, 250, 260, 210, 0, 280, 108
Solution:
Given Number `=\200,\300,\250,\260,\210,\0,\280,\108`
Total given number `= 8`
Average `= \frac{Sum\ of\ Numbers}{Total\ Numbers}`
`= \frac{200 + 300 + 250 + 260 + 210 + 0 + 280 + 108}8`
`= \frac{1608}8`
`= 201`
4.) 220, 320, 0, 250, 240, 0, 260, 6
Solution:
Given Number `=\220,\320,\,0\250,\240,\0,\260,\6`
Total given number `= 8`
Average `= \frac{Sum\ of\ Numbers}{Total\ Numbers}`
`= \frac{220 + 320 + 0 + 250 + 240 + 0 + 260 + 6}8`
`= \frac{1296}8`
`= 163`
5.) 250, 312, 224, 288, 230, 270, 260, 310, 340
Solution:
Given Number `=\250,\312,\224,\288,\230,\270,\260,\310,\340`
Total given number `= 9`
Average `= \frac{Sum\ of\ Numbers}{Total\ Numbers}`
`= \frac{250 + 312 + 224 + 288 + 230 + 270 + 260 + 310 + 340}9`
`= \frac{2484}9`
`= 276`