Respuesta :
Part A:
The price of the tv when purchased online is given by
[tex]160\left( \frac{100+30}{100} \right)=160\left(\frac{130}{100}\right) \\ \\ =160(1.3)=\$208[/tex]
Part B:
The price of the tv when purchased at the superstore is given by:
[tex]160\left( \frac{100+40}{100} \right)=160\left(\frac{140}{100}\right) \\ \\ =160(1.4)=\$224[/tex]
Part C:
The difference between the prices is given by $224 - $208 = 16
For every 10% increase in the markup, the prices increases by $16.
The price of the tv when purchased online is given by
[tex]160\left( \frac{100+30}{100} \right)=160\left(\frac{130}{100}\right) \\ \\ =160(1.3)=\$208[/tex]
Part B:
The price of the tv when purchased at the superstore is given by:
[tex]160\left( \frac{100+40}{100} \right)=160\left(\frac{140}{100}\right) \\ \\ =160(1.4)=\$224[/tex]
Part C:
The difference between the prices is given by $224 - $208 = 16
For every 10% increase in the markup, the prices increases by $16.
Answer:
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Step-by-step explanation: