How the interest rate, output, prices and unemployment are decided together in the short run: the model at the centre of every macroeconomics paper. This module builds it one curve at a time, from why people hold money to Mundell–Fleming, until the 390 past-paper questions sorted into its lessons feel routine.
The quantity theory and the Cambridge k, Keynes's three motives, why bond prices fall when interest rates rise, Baumol–Tobin, Friedman, and the liquidity trap.
Adding the interest rate to the Keynesian cross: how each interest rate gives an equilibrium income, what sets the slope of IS, and what shifts it.
Money demand meets a fixed money supply: why higher income needs a higher interest rate, what sets the slope of LM, and its vertical and horizontal extremes.
Solving for income and the interest rate at once, the four regions off equilibrium and how the economy moves back, and expected inflation in the model.
Crowding out, the policy multipliers, when each policy works best, the liquidity trap and classical extremes, the policy mix, Ricardian equivalence and the Taylor rule.
Deriving AD from IS–LM, the Keynes and Pigou effects, classical, Keynesian and sticky-wage supply, and demand and supply shocks from the short run to the long.
The Phillips curve as short-run supply seen from the labour market, wage-setting and price-setting and the natural rate, and the cost of disinflation. The full topic is in the inflation and Phillips curve module.
Adaptive and rational expectations, policy ineffectiveness, the Lucas critique, real business cycles, New Keynesians, and business-cycle theories in order.
Exchange rates and capital mobility, fixed against floating rates, why one policy works and the other doesn't, the impossible trinity, sterilisation and the BP curve.
The DSE's harder questions on this module: IS–LM in letters, supply from the labour market, and open-economy models. The wage-setting and price-setting ones are in the inflation module.
Lessons 1 to 3 build the two markets: why people hold money, then the IS and LM curves. Lessons 4 and 5 put them together and use them for policy. Lessons 6 to 8 let prices and wages move: aggregate supply, the Phillips curve and expectations. Lesson 9 opens the economy, and Lesson 10 gathers the Delhi School’s harder questions. It starts where the macroeconomics foundations module ends: its Keynesian cross becomes the IS curve here.
18 questions, two for each lesson so far. Your answers tell you which lesson to start with.
A bond pays ₹50 a year for ever and the interest rate is 5%. Its price is
Nine real questions, from the easiest level to the hardest. By the end of the module each should take you under three minutes.
Nominal GDP equals 1,000 units and the money supply 250 units. By the quantity theory, what is the velocity of money?
If the Reserve Bank of India increases the money supply, you would expect income to ____ and interest rates to ____.
The natural rate of unemployment equals the sum of which two kinds of unemployment?
IS: Y = 490 + 0.6Y − 4r + G, LM: M/P = 20 + 0.25Y − 10r. With G = 330 and M/P = 500, what is equilibrium income?
Two economies differ only in their MPC. The money supply rises equally in both. Which gets the bigger rise in output, and the smaller fall in the interest rate?
Full-employment output is ₹1 trillion, the natural rate of unemployment 6% and actual unemployment 8%. By Okun's law, how big is the output gap?
With πₜ − πₜᵉ = 0.1 − 3uₜ and πₜᵉ = πₜ₋₁, inflation last year was 2% and the central bank holds unemployment at 3% for ever. What is inflation in each of the next four years?
Labour demand is 1 − w and supply w, but the nominal wage can't fall below W₀. What is employment at price level P, and what does the aggregate supply curve look like?
A small open economy has flexible exchange rates and perfect capital mobility. The government raises spending on imported goods. What happens to output and the interest rate?
Each lesson opens with a real exam problem you can't yet solve, and solves it at the end.
The formula arrives last, as shorthand for something you already understand.
Commit to an answer before reading on. Being wrong first is what makes it stick.
Real past questions, reworked step by step. Where a key is wrong, the lesson says so.
The wrong options examiners actually use, and why they tempt.
Checked exercises, a one-screen summary, then graded past papers.
Hyderabad and JNU ask the most. Hyderabad’s questions are mostly definitions and directions: which way a curve shifts, which policy works. JNU sets numerical IS–LM problems and statement questions on the Phillips curve. CUET and UGC NET favour matching and ordering questions; JAM and GATE a full numerical model with an answer you type in.
The Delhi School asks about a fifth of the questions here, and most of them are hard: IS–LM in letters, aggregate supply built from a labour market with a wage floor, wage- and price-setting, and open-economy models. The easy ones sit in the ordinary lessons; the rest wait in Lesson 10.
Definitions, directions of shifts and one-step problems. Most CUET, UGC NET and Hyderabad questions sit here.
Solving models, comparing slopes and multi-step reasoning, up to the hardest JNU, JAM and GATE questions.
The Delhi School of Economics' harder questions, collected in Lesson 10.
These are questions from the TestStop bank. A free account answers 10 a day, each with its worked solution; All-Access opens every set with no daily limit.