The number line shows the distance in meters of two birds, A and B, from a worm located at point X: A horizontal number line extends from negative 3 to positive 3. The point labeled as A is at negative 2.5, the point 0 is labeled as X, and the point labeled B is at 2.5. Write an expression using subtraction to find the distance between the two birds. (5 points) Show your work and solve for the distance using additive inverses
@amistre64
@dan815
@GirlgoyleH.
I'm no good at math, sorry
@Michele_Laino
@Michele_Laino
we have the subsequent drawing: |dw:1431625172922:dw|
the requested distance d, is given by the subsequent formula: \[\Large d = B - A = ...?\]
Ok so i have to write the answer in the answe box bow do i write it because i cant write a numberline???
hint: \[\Large d = B - A = 2.5 - \left( { - 2.5} \right) = ...?\]
0??
no, it is: \[\Large 2.5 - \left( { - 2.5} \right) = 2.5 + 2.5 = ...?\]
since: - * - = +
5
that's right!
Ok so can you write out for me how im going to write the answer in the answer box and thank you
you have to write: d=5
Write it in the answer box
5
Right d=5 ? And how did you get it
since I applied this formula: d=B-A where A= -2.5, and B=2.5
So thats going to be what i right and thats all?
yes! we can solve your exercise, using fraction, like below: \[d = B - A = \frac{5}{2} - \left( { - \frac{5}{2}} \right) = \frac{5}{2} + \frac{5}{2} = \frac{{5 + 5}}{2} = \frac{{10}}{2} = 5\]
fractions*
Ok thanks. Can YOU. Help me with 3 more please?
ok!
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