if the sum of 3. consecutive add number separately
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Answers
Answer:
the three consecutive numbers are 0, 1 and 2
Step-by-step explanation:
let the numbers be x, x+1, x+2
∴ x+x+1+x+2=3
3x+1+3=3
3x+3=3
3x=3-3
3x=0
x=3/0
x=0
x+1=0+1=1
x+2=0+2=2
∴the three consecutive numbers are 0, 1 and 2
The sum of { three} | {n} consecutive
by an overall solution :
The sum of such arithmetic progression
( the difference {d} = 2 ) is :
{sum} = {n} [ {x1} + {n} -1 ] ……….…(1)
The last member of progression is:
{xn} = {x1} + 2 [ {n} -1] ………..……(2)
The solution of (1) regarding {x1} :
{x1} = {sum}/{n} - [{n} - 1].......... (3)
{sum}/{n}. {n}. {x1}
a., odd. odd. odd
b., odd. even. even
c., even. even. odd
d., even. odd. even
It means the solution’s oddness or evenness fully determined by giving {sum} and {n} values.
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