Shweta Shripad Naik Often, educators as part of their teaching, attempt to bring familiar/known examples from students’ lives into the classroom. When teaching mathematics in schools, this happens on several occasions and in various degrees. Teachers use real life contexts when introducing a concept or conveying a math problem or even while correcting a solution. However, there are certain portions of mathematics teaching that remain unaffected by what real-life mathematics would entail for that situation. In this article, I report how teaching that emphasizes learning of mathematical procedures, limits the use of real-world contexts. Specifically, I discuss how problems that seem obviously solvable from the students’ real life point of view become inaccessible to them, when constrained by the “steps” that school mathematics require. I describe here a lesson from a 7th standard classroom where students are learning to solve problems of profit and loss. This topic is considered part of commercial mathematics. Commercial mathematics is defined as the math that is used in the practical world of commerce and real-life. Among all the topics in mathematics, in this one, the use of real life contexts is inevitable. In the lesson narrated here we see how real-life contexts help students solve the problems, and at the same time cause difficulty for teachers to bring every student to focus on the “steps”. The “steps” are an integral part of teaching mathematics in school and here I describe how giving priority to steps in teaching, that too without understanding, create a disconnected mathematics. I discuss an example from research where educators bring to light alternative strategies that are intrinsic to real-life contexts. Don’t solve the problem, do the “steps”! Punit1 Sir, is a middle school mathematics teacher and teaches students from diverse backgrounds in a low socio-economic locality. He was teaching profit and loss to the students on a particular day. After a rhetorical explanation on how to decide profit or loss in a transaction, he ventured into solving “application” problems. The phrase “application” is commonly used for those type of problems, where one uses the mathematics learned to solve real life problems. He wrote the following problem on the board. “Shaila bought something for Rs. 40 and sold it for Rs. 60, then what happened?” The students immediately responded in chorus, “Profit of Rs. 20”. I got the impression that the students understood the concept of profit. However, Punit Sir was not happy about the chorus answer, he asked everyone to speak one by one. He