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pinkpearl20
01.07.2019 •
Mathematics
40 pts + brainliest 1. describe a rule that will work for finding the sum of any two rational numbers. 2. describe a rule that will work for finding the difference of any two rational numbers. 3. describe a rule that will allow the sum of two rational numbers to always equal zero. 4. describe a rule that will allow the product of two rational numbers to always equal one.
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Ответ:
1.
rational numbers are numbers that can be written in form a/b where a and b are integers (-4,-3,-2,-1,0,1,2,3, etc) and b isn't 0
so for case![\frac{a}{b}+\frac{c}{d}](/tpl/images/0037/1856/d6d0e.png)
we need to make the denomenators the same
so for
, multiply left one by d/d and multiply right one by b/b to get
therefore
[/tex] is the rule
2. do the same as previous but do minus
so for case![\frac{a}{b}-\frac{c}{d}](/tpl/images/0037/1856/19f35.png)
we need to make the denomenators the same
so for
, multiply left one by d/d and multiply right one by b/b to get
therefore
[/tex] is the rule
3. not sure, I hope this is right
so for case![\frac{a}{b}+\frac{c}{d}=0](/tpl/images/0037/1856/8be3d.png)
we need to make the denomenators the same
so for
, multiply left one by d/d and multiply right one by b/b to get
if we multiply both sides by bd we get
ad+cb=0
therefore, ad=-cb for the sum to always equal 0
4.
multiply both sides by bd
ac=bd for the product of the 2 fractions to equal 1
Ответ:
Step-by-step explanation:
Average speed = distance/time
Distance is:
15 m/s * 10 s + 25 m/s *5 s = 150 m + 125 m =275 mTime is
10 s+ 5 s = 15 sAv. speed
275/15 = 18.33 m/s