Asked by John
Jane will receive 18% less of her regular pay when she retires. Her regular pay is $500 per week.
a How much would she receive per week if she retires today?
answer: 500/18% = 90 500-90= $410
b. Explain how you can make this same calculation using 100%-18%=82%
answer: same as above
c. show why these calculations are equivalent in general. (Hint: Write an expression for finding an amount A minus n% of A. Write another expression for finding (100-n)% of A and then use algebra to show that these two expressions are the same.)
Don't know the answer for this one.
a How much would she receive per week if she retires today?
answer: 500/18% = 90 500-90= $410
b. Explain how you can make this same calculation using 100%-18%=82%
answer: same as above
c. show why these calculations are equivalent in general. (Hint: Write an expression for finding an amount A minus n% of A. Write another expression for finding (100-n)% of A and then use algebra to show that these two expressions are the same.)
Don't know the answer for this one.
Answers
Answered by
MathMate
Use n instead of 18% in your first and second calculations.
a.
500*n%=5n
net receipt=500-5n = 500(1-n/100)
b.
100%-n%=(100-n)%
net receipt = 500(100-n)% = 500(1-n/100)
Since a and b are the same, so the two calculations are equivalent for any value of n.
a.
500*n%=5n
net receipt=500-5n = 500(1-n/100)
b.
100%-n%=(100-n)%
net receipt = 500(100-n)% = 500(1-n/100)
Since a and b are the same, so the two calculations are equivalent for any value of n.
Answered by
Anonymous
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Answered by
Anonymous
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Answered by
keyvion
what is the expression for finding an amount a minus n% of a write another expression for finding (100-n)% of a and then use algebra to show that these two expression are the same
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