Podcast
Questions and Answers
Which of the following equations represents the change in price ($\Delta p$)?
Which of the following equations represents the change in price ($\Delta p$)?
- $\Delta p = p + p$
- $\Delta p = p \cdot p$
- $\Delta p = p / p$
- $\Delta p = p - p$ (correct)
What is the percentage change in quantity ($\epsilon$)?
What is the percentage change in quantity ($\epsilon$)?
- $\epsilon = 12\%$
- $\epsilon = -3\%$ (correct)
- $\epsilon = -12\%$
- $\epsilon = 3\%$
What is the value of $\Delta q$?
What is the value of $\Delta q$?
- $\Delta q = 10$
- $\Delta q = -10$ (correct)
- $\Delta q = 0$
- $\Delta q = 20$
What is the value of $\Delta p$ when $q = 120$?
What is the value of $\Delta p$ when $q = 120$?
What is the value of $p$ when $q = 40$?
What is the value of $p$ when $q = 40$?
次のうち、価格の変化を表す方程式はどれですか?
次のうち、価格の変化を表す方程式はどれですか?
次のうち、数量の変化を表す方程式はどれですか?
次のうち、数量の変化を表す方程式はどれですか?
数量の変化率($\epsilon$)は何パーセントですか?
数量の変化率($\epsilon$)は何パーセントですか?
数量($q$)が120の時、$p$の値は何ですか?
数量($q$)が120の時、$p$の値は何ですか?
数量($q$)が40の時、$p$の値は何ですか?
数量($q$)が40の時、$p$の値は何ですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
以下のうち、正しいものはどれですか?
Flashcards
Δp
Δp
Change in price
Δq
Δq
Change in quantity
ε
ε
Percentage change in quantity
Δp = p - p
Δp = p - p
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Δq = q - q
Δq = q - q
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ε = -3%
ε = -3%
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Δq = -10
Δq = -10
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Δp = -20
Δp = -20
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p = 2
p = 2
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p = 106
p = 106
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p=6.2
p=6.2
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Δq = 2
Δq = 2
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ε = 104%
ε = 104%
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q = 110
q = 110
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ε = 6.2%
ε = 6.2%
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p=100
p=100
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Study Notes
Price Change Equation
- The change in price ($\Delta p$) is represented by the equation: $\Delta p = p_2 - p_1$, where $p_2$ is the new price and $p_1$ is the original price.
Percentage Change in Quantity
- The percentage change in quantity ($\epsilon$) is represented by the equation: $\epsilon = (\Delta q / q_1) * 100$, where $\Delta q$ is the change in quantity and $q_1$ is the original quantity.
Value of Δq
- The value of $\Delta q$ can be calculated using the equation: $\Delta q = q_2 - q_1$, where $q_2$ is the new quantity and $q_1$ is the original quantity.
Value of Δp when q = 120
- To find the value of $\Delta p$ when $q = 120$, you need the equation relating price and quantity. Since this equation isn't provided, the value of $\Delta p$ cannot be determined.
Value of p when q = 40
- To find the value of $p$ when $q = 40$, you need the equation relating price and quantity. Since this equation isn't provided, the value of $p$ cannot be determined.
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