I Spend ₹50,000 on Wax and Fragrance Every Month — How Do I Calculate How Much Finished Candle Revenue Those Materials Should Theoretically Support?

What the question is really asking

Your ₹50,000 is your figure and this page keeps it exactly as you wrote it. What you are asking for is not a sales forecast — nobody can tell you how many candles your customers will buy — but a capacity figure: the revenue that this much wax and this much fragrance could support if every gram of it became a candle and every candle sold. That is a useful number precisely because it is theoretical. It is the ceiling your buying creates, and the distance between it and your actual invoicing is information.

The calculation has three moving parts and two of them are yours. The materials cost per candle comes from a supplier price list and a fill weight. The shelf price is entirely your decision and this page will not make it for you — every price used below is labelled illustrative. And the fill reading has to be fixed before anything can be multiplied, because a load of 8%% means two different things depending on what the 8%% is a percentage of.

This page uses the series convention throughout: fragrance load is a percentage of wax weight, so 200 g of wax at 8%% carries 16 g of oil and 216 g goes into the vessel. That is the reading carried into every figure here. If your own sheet reads 200 g as the finished weight instead, your wax comes down to 185.19 g and your oil to 14.81 g, and every number below shifts with it — so fix the reading first, write it at the top of the sheet, and do not change it mid-month.

The candle behind the ₹50,000

The wax is Luxury Soy Wax CSI 464, bought as the 10 kg pack at ₹5,074.00, which is ₹507.40 a kilogram. The fragrance is Wild Berries, bought as the 1kg pack at ₹5,999.00, which is ₹6.00 a gram — chosen because it sits mid-list rather than to flatter the arithmetic. Of the 65 fragrance oils whose kilogram pack is in stock in September 2026, half are dearer per gram than the middle of that list and half are cheaper, and Wild Berries sits just under the middle.

Two page facts set the load. The Luxury Soy Wax CSI 464 page states a maximum fragrance load of up to 10%% of total wax weight, and the Wild Berries page states candle use at 8 to 10%% and describes the oil as giving an extremely strong hot throw in soy wax. Where a wax ceiling and an oil range both exist, the lower governs; here they overlap at 8 to 10%%, and the 8%% used throughout this page is the bottom of that overlap. Moving to 10%% is allowed on this pairing and it changes the ratio, which the next section prices.

From ₹50,000 to the revenue it supports

The candle count is arithmetic; the price is a decision. The table below uses ₹399.00, ₹599.00 and ₹799.00 as illustrative examples to bracket a common range for a 200 g Indian soy candle. They are not CSI prices, they are not a market survey, and nothing here tells you what to charge. Read the row nearest your own price and ignore the others.

Look at what happens across those rows, because it is the single most misread thing in candle costing. The materials do not change at all — the same ₹197.46 of wax and fragrance in every row. Only the price changes, and the ratio swings from 49.49% to 24.71%. A maker who reads a low materials ratio as evidence of good buying may simply be charging more; a maker who reads a high one as bad buying may simply be cheap. The ratio is a relationship between two of your own decisions, and it only means something when you compare it with your own previous months.

What actually moves the ratio

If the ratio is going to be a monitoring number, you need to know what a movement in it means. There are only four things that can move it: the scent you use, the load you pour at, the wax grade you buy, and the price you sell at. Here are the first three, priced, with the illustrative ₹599.00 held constant so that only the materials move.

That is a range of 16.64 percentage points from the same wax, the same load, the same vessel and the same price. It is also why a ratio that drifts upward over a few months is usually a mix problem rather than a buying problem: you have not paid more for anything, you have simply sold more of the expensive scent. Before you renegotiate anything, check which scents moved.

Two honest readings of that table. The load is a real lever — two percentage points of load move the ratio by about four percentage points of price — but it is the one lever you should move last, because it changes the candle rather than the cost sheet. The Wild Berries page states 8 to 10%% for candles, so 6%% is outside what the page publishes and appears above only to show the size of the effect, not as a recommendation. The wax grade is the weakest lever of the four: swapping to a cheaper grade moves the ratio by a couple of points and can cost you more than that in a failed burn test if the new grade does not suit your vessel.

Why jars and wicks are left out on purpose

Your question named wax and fragrance, and there is a good reason to keep it that way rather than widening it. Wax and fragrance are bought and consumed by weight, and their cost per candle moves with your fill weight and your load — the two things a formulation decision changes. Jars and wicks are bought and consumed by the piece, and their cost per candle does not move with the fill at all: the same Mini Glass Jar at ₹21.24 costs the same whether you pour 150 g or 250 g into it.

That difference matters when you are watching a number month to month. A vessel change — a heavier glass, a lid, a different colourway — can move a full-materials ratio by several points without anything about your formulation or your buying having changed. Keeping the vessel out means a movement in this ratio points at the things it is meant to point at: your scent mix, your load, your wax rate and your pricing.

The cost of that choice is that the ratio is deliberately partial, and you should say so whenever you quote it. Wax and fragrance are 32.97% of an illustrative ₹599.00 candle; add the jar and the wick and it is 37.50%; add labels, boxes, outbound courier, gateway fees, electricity and labour and it is a number this page cannot compute, because CSI does not sell any of those and no honest figure for them exists here. Keep the two-line ratio for monitoring, and build the full stack separately when you are setting a price.

Reading the number month to month

Here is the discipline. Once a month, take what you actually spent on wax and fragrance and divide it by what you actually invoiced. Compare that with the theoretical 32.97% your recipe and price imply. Three things can make the real figure higher, and they need different responses.

You bought more than you poured. Purchases are not consumption. A month in which you bought two extra kilograms of fragrance has spent the money but not made the candles, so the ratio rises even though nothing is wrong. This is the commonest cause and it corrects itself in the following month — unless it does not, in which case stock is building and that is a different question from this one.

Your mix drifted. Selling more of the ₹9.12-a-gram scent and less of the ₹2.89 one raises the ratio without any price changing, as the scent table above shows. Check the split of units by scent before you check anything else, because this is the cause that looks most alarming and is most often a good thing — a dearer scent that sells at a higher price may be improving the business while worsening the ratio.

You discounted. Revenue is the denominator, so a festive sale lowers it and raises the ratio, again with no change to buying. If you ran a Diwali offer — Diwali 2026 falls on 8 November 2026 — expect that month's ratio to look worse and the two months around it to look better, and do not go hunting for a supplier problem that does not exist.

One structural caveat about the timing. Materials bought this month mostly become candles next month, and soy candles are better after a cure — the CSI 464 range is a container wax and general practice for soy container candles is 14 to 21 days before the throw has settled. So a single month's ratio is noisy by construction. Use a three-month rolling figure for anything you intend to act on, and keep the single months only for spotting something obvious.

Calculating yours in four steps

One refinement worth adding once the habit is established. If you make several sizes or several scents, compute the theoretical ratio for each product and blend them by units sold rather than using a single recipe. A range with one ₹2.89-a-gram scent and one ₹9.12-a-gram scent has no single meaningful ratio, and blending by units is the only version that will track your books.

What this ratio cannot tell you

It cannot separate wastage from stock build. Both look identical from the outside — money spent that did not become an invoice. Only a physical count separates them, and this page assumes zero wastage throughout, which means 253 candles from ₹50,000 is a floor and your real figure sits below it. Measure your own percentage over one full batch rather than adopting any figure quoted by anybody.

It cannot tell you whether the price is right. A ratio of 32.97% at ₹599.00 and 49.49% at ₹399.00 come from the same materials. If you are looking for the maximum you can spend on materials at a given price, that is a different calculation run in the other direction, and it belongs on its own sheet.

It cannot see freight. Inbound delivery is real and is not inside the ₹50,000 unless you put it there. CSI publishes flat rate bands by weight and nothing above 50 kg; there is no free-shipping threshold on the store. Decide whether your monthly figure is a materials figure or a landed figure, write it down, and keep it consistent, because switching between the two mid-year is the fastest way to make a monitoring number useless.

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