Microsoft Certification /General Awareness & Current Affairs

Economic terms

Indian Economy · free study notes

Economic Terms – General Awareness & Current Affairs

(Microsoft Certification – General Awareness & Current Affairs)

Why it matters
In a rapidly digitising world, Microsoft’s products (Azure, Power BI, Dynamics 365, etc.) are increasingly used by businesses to model financial data, forecast demand, and manage supply chains. A solid grasp of core economic concepts enables you to:

  • Interpret macro‑economic data that drives cloud‑based analytics.
  • Analyse how policy changes influence your customer’s business environment.
  • Communicate effectively with stakeholders who speak in economic terms.

1. Core Macro‑Economic Variables

Variable Symbol Definition Key Formula / Relationship
Gross Domestic Product (GDP) Total monetary value of all final goods & services produced within a country in a given period. Expenditure Approach: (GDP = C + I + G + (X-M))
Income Approach: (GDP = \text{Compensation} + \text{Taxes} - \text{Subsidies} + \text{Net Factor Income})
Gross National Product (GNP) Value of goods & services produced by a country’s residents, regardless of location. (GNP = GDP + \text{Net Factor Income from Abroad})
Net National Product (NNP) (GNP - Depreciation) (capital consumption).
Personal Consumption Expenditure (PCE) Sum of all consumer purchases of goods & services.
Inflation Rate (\pi) Percentage change in a price index over time. (\pi = \frac{P_t - P_{t-1}}{P_{t-1}}\times 100)
CPI (Consumer Price Index) – Weighted average price of a basket of consumer goods.
PPI (Producer Price Index) – Weighted average price of goods at the wholesale level.
Velocity of Money (V) How fast money circulates. (V = \frac{GNP\text{ (real)}}{M})
Monetary Base (M_0) Currency in circulation + reserves at the central bank.
Money Supply (M1, M2, M3) – Aggregates of liquid assets.
Interest Rate (i) Cost of borrowing money.
Exchange Rate (\frac{C}{F}) Value of domestic currency relative to foreign currency.

2. Derivations & Key Relationships

2.1 GDP – Real vs. Nominal

  • Nominal GDP: (GDP_{\text{nom}} = \sum P_{t} Q_{t}) (prices at current period).
  • Real GDP: (GDP_{\text{real}} = \sum P_{0} Q_{t}) (prices at base period).

GDP Deflator (price level indicator):
[ \text{GDP Deflator} = \frac{GDP_{\text{nom}}}{GDP_{\text{real}}}\times 100 ]

Tricky point: GDP Deflator is a broader measure than CPI because it captures all goods/services, while CPI only covers a fixed basket of consumer goods.


2.2 Phillips Curve – Inflation vs. Unemployment

[ \pi_t = \pi_{t-1} - \beta (u_t - u^*) + \varepsilon_t ]

  • (u_t): unemployment rate.
  • (u^*): natural rate of unemployment.
  • (\beta>0): slope.
  • (\varepsilon_t): inflation expectations shock.

Tricky point: The classical Phillips curve suggested a stable inverse relationship, but the expectations‑augmented Phillips curve shows that only in the short run. In the long run, the curve becomes vertical at (u^*).


2.3 Quantity Theory of Money (Velocity & Money Supply)

[ M \times V = P \times Y ]

  • (M): Money supply.
  • (V): Velocity of money.
  • (P): Price level.
  • (Y): Real output (real GDP).

Assuming (V) is constant, a 1% increase in (M) → 1% increase in (P) (inflation).

Tricky point: Modern macro challenges the constancy of (V) – financial innovations change money’s velocity.


2.4 IS–LM Model – Fiscal & Monetary Policy Interaction

  • IS Curve (Goods market equilibrium): (Y = C(Y-T) + I(r) + G + NX(Y)).
  • LM Curve (Money market equilibrium): (M/P = L(r,Y)).

Policy levers:

  • Fiscal: Shift IS via (G) or (T).
  • Monetary: Shift LM via (M).

Tricky point: Demand‑side stimulus is subject to crowding‑out if the LM curve is steep (high sensitivity of investment to interest rates).


3. Important Formulae (Quick Reference)

Concept Formula Notes
Growth Rate of GDP (\frac{GDP_t - GDP_{t-1}}{GDP_{t-1}}\times 100) Real GDP used for true output growth.
Inflation Rate (\frac{CPI_t - CPI_{t-1}}{CPI_{t-1}}\times 100) CPI‑based inflation commonly used.
Real Interest Rate (i_{\text{real}} = i_{\text{nom}} - \pi)

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