Regardless, you'll learn how to solve any math problem in seconds in this article. In order to make things difficult on you, many teachers/textbook publishers will present you with a problem in words, rather than in mathematical equations.
It's your job to translate these words to math language, and if you want to solve the math problem in seconds, you'll need to be efficient at doing just this. Most math problems fall into one of these two categories, and being able to identify which one your particular problem falls into will tell you how exactly to approach it.
Below is a math problem solver that lets you input a wide variety of math problems and it will provide the final answer for free. The version below will show you the final answer only.
You'll see a button "View steps" and this takes you to the developer's site where you can purchase the full version of the solver (where you can see the steps).
Features: Calculator | Quiz Generator | Practice Problem Generator | Watch the Video Examples (3): John pays a wholesaler $50 for a slab of concrete, and then sells it to a real estate developer for $75. , 25.28 35%, 250 increased by 20%Tags: markdown, markup, word problem Given the 3 items of a percent word problem, Reduced Price, percent off, and full price, this solves for any one of the three given two of the items.
Features: Calculator | Quiz Generator | Practice Problem Generator | Watch the Video Examples (4): 50% off 90, 35 percent off 80, 45.80 - 22.5%, 200 decreased by 40%Tags: percent, price, sale This takes two or three fractions of ownership in some good or object, and figures out what remaining fraction is left over.Michelle Carvo has been writing professionally since 2006, contributing to a variety of websites.She is also a technical writer with extensive experience in Android/i Phone development and PC repair.Tags: mixture, solution Given an initial principal amount, interest rate on Fund 1, interest rate on Fund 2, and a total interest paid, calculates the amount invested in each fund.Features: Calculator | Practice Problem Generator Tags: interest, principal Determines the sum of the first (n) * Whole Numbers * Natural Numbers * Even Numbers * Odd Numbers * Square Numbers * Cube Numbers * Fourth Power Numbers Features: Calculator | Quiz Generator | Practice Problem Generator | Watch the Video Examples (5): sum of the first 9 natural numbers, what is the sum of the first 10 cube numbers, show sum of the first 10 square numbers, sum first 15 even numbers, sum first 18 odd numbers Tags: shortcut sums, sum of integers Given Person or Object A doing a job in (r) units of time and Person or Object B doing a job in (s) units of time, this calculates how long it would take if they combined to do the job.This calculator handles word problems in the format below: * Two numbers have a sum of 70 and a product of 1189 What are the numbers? Their difference 32 Features: Calculator | Quiz Generator | Practice Problem Generator Examples (2): Two numbers have a sum of 70 and a product of 1189, Two numbers have a sum of 70. Tags: difference, product, sum, unknown, word problem Determines the ages for an age difference word problem. Tags: ages, difference, years Solves angle of elevation word problems Features: Calculator | Quiz Generator Examples (1): A straight road to the top of a hill is 2500 feet long and makes an angle of 12 degrees with the horizontal.Features: Calculator | Practice Problem Generator Examples (1): Alvin is 12 years younger than Elga. Find the height of the hill Tags: angle, cos, elevation, sin Given a fixed cost, variable cost, and revenue function or value, this calculates the break-even point Features: Calculator | Practice Problem Generator Examples (2): C(x) = 125x 1500 and R(x) = 1500x - 1000, canoes has a fixed cost of ,000. the selling price is per canoe Tags: cost, profit, revenue This word problem lesson solves for a quantity of two coins totaling a certain value with a certain amount more or less of one coin than another Features: Calculator | Practice Problem Generator Tags: coin, value Solves the word problem, how many lines can be formed from (n) points no 3 of which are collinear.This principle applies to many other numbers as well. It's always best to write it down, but for some problems, that's not feasible.That's why you should learn how to solve basic problems in your head.You can memorize certain patterns in multiplication, such as 5 * 5 = 25, 25 * 25 = 625, 35 * 35 = 1225.When multiplied by 5, any number that ends in 5 will produce a number that ends in 25, because 5 * 5 = 25.