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let me get it
A line segment is drawn from (2, 7) to (5, 7) on a coordinate grid. Which answer explains one way that the length of this line segment can be determined? A. Subtract 5 – 2. B. Subtract 7 – 2. C. Add 5 + 2. D. Add 7 + 2.
i think c
it would be A. you want an explanation?
ok let me draw for the first time lol
i have more can u help
yes i can
It would be 7 :)
i think its 15
why do you think it is 15?
i added i think
oh i think i see what you did
finding a length of a line segment on a graph is pretty easy as long as it is vertical or horizontal all you have to do is just count each line
there are a total of 7 lines in the line segment understand?
so is the answer 15 or ...
no it is 7
Mandy is planning to replace the old fence around her chicken coop with a new fence. What would be the best measurement to find the length of the new fence? A. the weight of the old fence B. the area of the chicken coup C. the perimeter of the old fence D. the area of the old fence
let me explain it better
oh ok nvm ;)
wait lol u want me to or no lmao
u can expalin it
ok so when u look at the x axis
what 2 numbers are the starting and ending points?
i dont know lol
1 and 8 look and see
the two dots are the starting and ending points
u see where i got 1 and 8?
ok so then you would just do 8 -1 and find that the length is 7 thats the easiest way
you wouldnt do 1 - 8 though cause then that would make a negative number
ok next question :P
A line segment is drawn from (4, 1) to (4, 5) on a coordinate grid. Which answer explains one way that the length of this line segment can be determined? A. Subtract 5 – 1 B. Subtract 5 – 4 C. Add 5 + 1 D. Add 5 + 4
so what do u think it is
umm .D U
Its not D because i dont think you would ever add to find the length of a line segment
ohh c i dont know lol
not c i get it
C is also adding lol ok you would need to subtract to find the length so that would leave you with A or B
And it would be A because the x values are the same so you would subtract the y values which would be 5 - 1 which is 4 and thats your length:)
i will open a new tag k