Answer:
Option a :[tex]0.67x[/tex]
and
b :[tex](1-\frac{33}{100})x[/tex].
Step-by-step explanation:
We are given that a old soup recipe and one new soup recipe
We have to find the expression which represents the amount of sodium per serving in milligrams, in the new recipe
We are given that
The old recipe contained amount of sodium per serving =x milligrams
We are given that the new soup recipe contains 33% less sodium per serving than the old soup recipe
Therefore, 33% of x
33% of x[tex]=\frac{33}{100}x[/tex]
Now , according to question
The amount of sodium in new soup recipe =[tex]x-\frac{33}{100}x[/tex]=[tex]x-0.33 x[/tex]
The amount of sodium in new soup recipe=[tex]0.67x[/tex]
Therefore, the expression that represents the amount of sodium in new soup in milligrams in new soup recipe= [tex](1-\frac{33}{100})x=0.67 x[/tex]
Hence. option a and b are true.
