If w, x, y, and z are consecutive multiples of 5 and w is the smallest of the four integers, what is the average of w, x, y, and z, in terms of w?
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Acc. To Question
x=w+1
y=w+2=x+1
z=w+3=x+2=y+1
Average=(w+x+y+z)/4=(w+w+1+w+2+w+3)/4 =(4w+6)/4
Average=w+(3/2)
x=w+1
y=w+2=x+1
z=w+3=x+2=y+1
Average=(w+x+y+z)/4=(w+w+1+w+2+w+3)/4 =(4w+6)/4
Average=w+(3/2)
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try this average for cosecutives
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