Question

On a number line, where would 7/10 be located? Choose all answers that make a true statement.



A. In the same place as 3/5
B. To the left of 9/10
C. To the right of 8/10
D. To the right of 4/10

Answer 1

I Think All Of The Question Did Not Appear.

Answer 2

ohkayy im sorry somthn up wit my cp but there u go\

Answer 3

B, to the left of 9/10 and this is because, 9/10 > 7/10 which implies 7/10 < 9/10

Answer 4

thats the only one?

Answer 5

i think c and b

Answer 6

Also, D is the right answer as 7/ 10 > 4/10 and so 4/10 < 7/10 which implies it is to the right of 4/10

Answer 7

^

Answer 8

so its c/b/d??

Answer 9

C and B... I Think.

Answer 10

And D.. Yes

Answer 11

the best way to do this is to divide a number line into 10 parts (tenths) going from 0>10
number them from 0 up to 10.
then mark out 7 on your line, this is where 7/10 (7 tenths) is.
you can see that this 7/10 point is to the right of the point 4/10 on your line
and you can see it is also to the left of 9/10
it is not as you can see to the right of 8/10
it we convert 3/5 to tenths it is the same as 6/10 so it is not equal to 7/10
hope this explains it for you