Trina's Toy Company charges $0.85 per pound to ship toys.
Part A: Write an equation to determine the total cost, c, to ship p pounds of toys. Use your equation to determine the cost of shipping 2 pounds of toys. (6 points)
Part B: If the company reduces the cost to ship toys by 0.05 per pound, write an equation to determine the total cost, c, to ship p pounds of toys with the reduced cost. (4 points)
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OpenStudy (jjwalton04):
Which Part do you not understand?
OpenStudy (moazzam07):
both
OpenStudy (moazzam07):
Can you explain how to do both parts please @ jjwalton04
OpenStudy (moazzam07):
@jjwalton04
OpenStudy (jjwalton04):
ok hold on
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OpenStudy (jjwalton04):
Part a=\[0.85p=c\] is the main equation and we need to find the price for two pounds sowe plug in 2 for p and just solve 0.85*2=?
OpenStudy (jjwalton04):
Easy enough right?
OpenStudy (moazzam07):
yes
OpenStudy (jjwalton04):
So when your finished you should get 0.85*2=1.7 Theres A.
Now for b,
Step one 0.85-0.05
Step two 0.80*2=1.6
OpenStudy (moazzam07):
step one - 0.8
step two -
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OpenStudy (moazzam07):
0.80*2=1.6
OpenStudy (jjwalton04):
Yep Thats it.
OpenStudy (moazzam07):
Ok so im done?
OpenStudy (jjwalton04):
Lets see, we explained the price for two pounds and we explained the price for two pounds with the deducted price so...... Yeah
OpenStudy (jjwalton04):
Btw the format is p*x=c
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