Question

Hello Can somebody check an answer for me about finding consecutive integers please? :( :D

Answer 1

Ok so i was given an explanation but it was wrong

Answer 2

he meaning of consecutive means continuous {please don't be offended }
so let the first term be 'y', the second one be 'y+1' and the third one be 'y+2'
so according to the question,
y+(y+1)+(y+2)=21
you don't need to worry as there is a '+' sign outside the bracket you just need to add
= y+y+1+y+2=21
group the like terms [terms with same ending like 'y']
= y+y+y+1+2 =21
3y+3=21
{just to tell you y*y*y= y³ }
now 3y=21-3
3y=18
y=18/3
y=6
so the integers are y=6,
y+1=6+1=7 and
y+2= 6+2=8

if you want to check=6+7=13+8=21
hence proved

Answer 3

Somehow this is wrong and it was incorrect

Answer 4

Three consecutive odd integers have a sum of
21. Find the integers.

Answer 5

^thats the question

Answer 6

the answer 6, 7, and 8 was wrong

Answer 7

@escamer :D

Answer 8

@KendrickLamar2014

Answer 9

sorry :( i dont know this but kendrick will

Answer 10

its okay :)

Answer 11

@sleepyjess

Answer 12

@IrishBoy123 can you see what is wrong :(

Answer 13

Three consecutive ***odd*** integers

Answer 14

they are 2 apart on the number line

Answer 15

Im so confused tho. I didnt even know how to do it myself.

Answer 16

soz, you've lost me now

if they are odd, they are 2 apart on the number line

so it is n + (n + 2) + ((n + 2) + 2) = .......

Answer 17

lol i guess ill leave this topic and do another one because I cant

Answer 18

well, do come back when you are ready

i though you could already do the *consecutive* number problem

the *consecutive* **odd** number problem is just an extension

Answer 19

@ZacharySanders please dont stand by people's questions for no reason Its VERY irritating for like idk how many hours now :/