Respuesta :
Answer:
True
Explanation:
To get the percent of increase, we will use the following equation:
% of increase = [tex] \frac{"new"value-"old"value}{"old"value} *100[/tex]
In the given we have:
new value = 253
old value = 230
Substitute in the above equation to get the % of increase as follows:
% of increase = [tex] \frac{253-230}{230} *100[/tex]
% of increase = 10%
Therefore, the given statement is correct
Hope this helps :)
True
Explanation:
To get the percent of increase, we will use the following equation:
% of increase = [tex] \frac{"new"value-"old"value}{"old"value} *100[/tex]
In the given we have:
new value = 253
old value = 230
Substitute in the above equation to get the % of increase as follows:
% of increase = [tex] \frac{253-230}{230} *100[/tex]
% of increase = 10%
Therefore, the given statement is correct
Hope this helps :)
Answer:
True
Step-by-step explanation:
Given:
230 to 253 is a 10% increase
To prove that: The given statement is true.
Solution:
Percentage increase is given by
% increase = [tex]\frac{quantity increased}{Original quantity} *100[/tex]
Here originally the quantity was [tex]230[/tex] and new quantity [tex]253\\[/tex]
Increase = [tex]253-230=23[/tex]
% increase = [tex]\frac{23}{230} *100 =10%[/tex]
Hence given statement is true.
