In a market, there are two sellers - Adil and Kratu.
Adils Supply curve is $q_{1} = 10 p + 100$
Kratu's Supply curve is $q_{2} = 20 p - 20$

What is the market supply curve?

$q = 15 p + 40$

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$q = 15 p + 80$

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$q = 30 p + 80$

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$q = 30 p - 80$

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Solution

The correct option is C
$q = 30 p + 80$

The market supply curve is the sum of the individual supply curves. Here,
$q = q_{1} + q_{2} q = (10 p + 100) + (20 p - 20) q = 30 p + 80$

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In a market, there are two sellers - Adil and Kratu. Adils Supply curve is q1=10p+100 Kratu's Supply curve is q2=20p−20 What is the market supply curve?

The correct option is C q=30p+80 The market supply curve is the sum of the individual supply curves. Here, q=q1+q2q=(10p+100)+(20p−20)q=30p+80

In a market, there are two sellers - Adil and Kratu.
Adils Supply curve is $q_{1} = 10 p + 100$
Kratu's Supply curve is $q_{2} = 20 p - 20$

What is the market supply curve?

The correct option is C
$q = 30 p + 80$

The market supply curve is the sum of the individual supply curves. Here,
$q = q_{1} + q_{2} q = (10 p + 100) + (20 p - 20) q = 30 p + 80$