The least of the 3 consecutive numbers is “\(n\)“, and the greatest is “\(n+2\)”. (Put in real numbers to check this). 1260 ounces of solution Z contains 438 ounces of ingredient a. The problems here only involve one variable; later we’ll work on some that involve more than one. Math Word Problems and Solutions - Distance, Speed, Time. \(\displaystyle \begin{align}n+n+2&=60\\2n+2&=60\\2n&=58\\\frac{{2n}}{2}&=\frac{{58}}{2}\end{align}\), \(\displaystyle n=29\,\,\,\,\,\,n+1=30\,\,\,\,\,\,n+2=31\). We could have also multiplied both sides by 5 to get rid of the fraction. Basic Word Problems - Sample Math Practice Problems The math problems below can be generated by MathScore.com, a math practice program for schools and individual families. Write down what you need to find, or else underline it in the problem, so that you do not forget what your final answer means. Then \(10-J\) equals the number of pounds of the chocolate candy. What is the minimum number of hours Erica must study in order to be eligible for her work-study program? 2. If you can solve these, you can probably solve any algebra problems. Percentage word problems Profit and loss word problems Markup and markdown word problems Decimal word problems. How many pounds of each should be used to make a mixture of 10 pounds of candy (both kinds) that sells for $80? problem and check your answer with the step-by-step explanations. To see how many students would have to attend to keep the cost at $15 per person, solve for \(x\): \(\displaystyle \frac{{500}}{x}+5\le 15;\,\,\,\,\frac{{500}}{x}\le 10;\,\,\,\,500\le 10x;\,\,\,\,x\ge 50\). Math Word Problems. Let’s check:  the ratio of 20 to 8 is the same as the ratio of 5 to 2 (each is divided by 4 – the multiplier!) Sign up today! Find below a wide variety of hard word problems in algebra. 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