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yarga [219]
3 years ago
15

In what ways do you think schools might be

English
1 answer:
faust18 [17]3 years ago
7 0

Answer:

Explanation:

High-tech robots are becoming a part of our daily lives and whether or not they should be used in schools is a great concern. In many schools throughout the planet, robots fulfill the role of educators to some extent successfully.When programmed properly, they can deliver subject knowledge to schoolers as well as train their different skills. Endowed with incredible computational thinking, they are able to respond to almost any unpredictable stimuli and thus can easily interact with pupils of any age.

Like everything else, high-tech robots have a number of advantages and disadvantages when it comes to their implementation in the educational sphere. Experts from Amblesideprimary essay writing service have collected all the pros and cons of using robots within the school settings, and I feel they make a good case for both the advantages and disadvantages of using high-tech robots for education in schools.  

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If the full question is A convenience store sells two brands of orange juice. Brand A contains 8 fluid ounces and costs $1.28. B
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Answer:  
________________________________________________________
"Brand B" costs 2 cents more per fluid ounce than "Brand A".   <u><em>and</em>:</u>  
 
"Brand A" costs 2 cents less per fluid ounce than "Brand B" .
________________________________________________________
Explanation:
_________________________________________________
Start with "Brand A" :
_________________________________________________
 $ 1.28 / (8 fl. oz)  =  1.28 ÷ 8 = 4/5 =  $0.16 / fl. oz. ;

[ $0.16 per fluid ounce ] .
_________________________________________________
Now, "Brand B" :
_________________________________________________
$ 1.68 / (12 fl. oz.) = 7/50 = $0.14 / fl. oz.

[ $0.16 per fluid ounce] 
__________________________________________________

So, "Brand B" costs more, per fl. oz., than "Brand A".
__________________________________________________

"Brand B" costs: 16 cents per fl. oz.

"Brand A" costs: 14 cents per fl. oz.
_______________________________________________________

16 cents <span> − 14 cents = 2 cents .
_______________________________________________________
 So,

 "Brand B" costs 2 cents more per fluid ounce than "Brand A".  and:


 "Brand A" costs 2 cents less per fluid ounce than "Brand B" .
_______________________________________________________</span>
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