Question
Peter's weekly wages are #20.00 for the first 20 weeks and #40.00 for next 24 weeks. Find his average weekly wage for the remaining 8 weeks of the years if his average weekly wage for the whole year is #30.00
Answers
20*20 + 40*24 + 8x = 30(20+24+8)
let x be the average wage for the remaining 8 weeks
20(20) +8x + 24(40) = 52(30)
solve for x
20(20) +8x + 24(40) = 52(30)
solve for x
let x be the average wage for the remaining 8 weeks
24+20+8=52weeks
#20*20+#24*40+#x*8=#30*52
400+960+8x=1560
8x+1360=1560
8x=1560-1360
8x=200
8x/8=200/8
x=#24
24+20+8=52weeks
#20*20+#24*40+#x*8=#30*52
400+960+8x=1560
8x+1360=1560
8x=1560-1360
8x=200
8x/8=200/8
x=#24
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