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Due to a new breakthrough in electronic circuitry, the cost of producing hand calculators drops dramatically. What would be the effects of this on the equilibrium price and quantity in the calculator market (assuming all other things remain unchanged)?

Short Answer

Expert verified
In summary, a breakthrough in electronic circuitry that leads to a decrease in production costs for hand calculators will cause the supply curve to shift rightward. This results in a new equilibrium point with a lower equilibrium price (P1) and a higher equilibrium quantity (Q1) compared to the previous equilibrium (P0 and Q0). Consumers will benefit from being able to purchase more calculators at lower prices, assuming all other factors remain unchanged.

Step by step solution

01

Understand the supply and demand relationship

In a market, the interaction of supply and demand determines the equilibrium price (the price at which the number of units supplied equals the number of units demanded) and equilibrium quantity (the number of units bought and sold at the equilibrium price). When there is a change in market conditions, such as a decrease in production costs, the equilibrium price and quantity will also change.
02

Identify the effect of lower production costs on supply

When production costs decrease, manufacturers will be able to produce hand calculators at a lower cost. This will make it more profitable for them to produce hand calculators at all price levels. As a result, the supply curve will shift to the right because manufacturers will be willing to produce more calculators at any given price.
03

Determine the new equilibrium point

With the supply curve shifting to the right, the new equilibrium point will be where the new supply curve (S1) intersects with the demand curve (D). At this point, the number of calculators demanded will equal the number of calculators supplied.
04

Compare the new and the old equilibrium points

Comparing the new equilibrium point (E1) with the old equilibrium point (E0), we can determine the changes in the equilibrium price and quantity. Due to the increase in supply, the new equilibrium quantity (Q1) will be higher than the old equilibrium quantity (Q0). However, the new equilibrium price (P1) will be lower than the old equilibrium price (P0), as the increased supply will cause prices to decrease.
05

Conclusion

In conclusion, a decrease in production costs for hand calculators will lead to a rightward shift in the supply curve. Consequently, the market's equilibrium price will decrease, and the equilibrium quantity will increase. Assuming all other factors remain constant, consumers will be able to buy more calculators at a lower price due to the lower production costs of the calculators.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Supply and Demand Relationship
Understanding the supply and demand relationship is crucial to analyzing how markets function. It is one of the most fundamental concepts in economics. At its core, the principle encapsulates the interaction between the sellers offering a product and the buyers seeking it. Imagine a seesaw where supply and demand are on each side; the equilibrium is the point where they balance perfectly.

Supply represents how much of a good or service is available, and demand indicates how much consumers want that good or service. Various factors, such as income changes, population growth, or technological advancements, can influence demand. Meanwhile, supply can be affected by costs of production, innovations, or natural events. When one of these factors changes, it can lead to shifts in the equilibrium price and quantity, where the amount supplied aligns with the amount demanded. This fluid dance between supply and demand is what keeps markets dynamic and prices in motion.
Market Equilibrium
Market equilibrium occurs when the quantity of a product supplied is equal to the quantity of the product demanded at a specific price point. This balance is visualized on a graph where the supply and demand curves intersect. Economically, this is nirvana—it's where the intentions of buyers and sellers match, and transactions occur sans any surplus or shortage.

The equilibrium price, often referred to as the 'market-clearing' price, is the cost at which the intentions of consumers and producers align. This price ensures that every unit of the good produced is sold with no leftover stock, signifying an efficient market. However, markets are rarely static, and when shifts in supply or demand occur, the equilibrium price and quantity adjust to a new level. Our exercise on the production costs of hand calculators demonstrates this: A decrease in costs made production cheaper, increasing supply and leading to a shift in the equilibrium point.
Shift in Supply Curve
Picture the supply curve as a snapshot of willingness. It's a line that shows the different quantities of a product that producers are willing to supply at various prices. Now, let's say there's an innovation that slashes production costs—it’s like adding a burst of energy to the producers. This is reflected in a shift in the supply curve, to the right in our calculator market example.

A shift to the right indicates that, at every price, suppliers are ready to offer more of the product—which, in essence, 'tips the scales' and disrupts the initial equilibrium. With lower production costs, the profit margin widens, enticing producers to ramp up output. This increased supply, as long as demand remains constant, tends to lower the equilibrium price and increase the equilibrium quantity.

In summary, a reduction in production costs for hand calculators leads to a rightward shift in the supply curve, allowing consumers to enjoy a larger quantity of calculators at a decreased price, aligning with the fundamental law of supply: the lower the price of production, the greater the quantity supplied.

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Most popular questions from this chapter

Suppose the demand schedule in the motorcycle market is given by the equation \(\mathrm{P}_{\mathrm{D}}=100-5 \mathrm{Q}_{\mathrm{D}}\), where P represents price, and \(Q\) represents quantity. If the supply schedule is given by the equation \(\mathrm{P}_{\mathrm{s}}=40+10 \mathrm{Q}_{\mathrm{s}}\), what is the equilibrium price and quantity in the motorcycle market?

If price is 35 cents for each bag of potato chips at Frank's Deli, customers will only purchase 50 bags per week, whereas Frank will want to supply 450 bags. But for every five cents he lowers the price, Frank will supply 100 less bags per week, and customers will demand 100 more bags per week. Find the equilibrium point

State the law of supply.

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Explain rationing in terms of supply and demand curves. What difference will it make if the maximum quantity that each consumer can buy is to the left or to the right of the equilibrium point?

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