*The total number of sample Problem Solving problems available from this page is far more than 37, the total number of math questions you will see on a full Quantitative section of the GMAT.*In each blog, the solutions & explanations to the sample questions are at the ends of the articles.

*The total number of sample Problem Solving problems available from this page is far more than 37, the total number of math questions you will see on a full Quantitative section of the GMAT.In each blog, the solutions & explanations to the sample questions are at the ends of the articles.*

Mike likes smashing foosballs into orbit, and despite having no obvious cranial deficiency, he insists on rooting for the NY Mets.

Approximately what percent less did Jane save in 1990 than in 1989?

In 1990 Dick saved 8 percent more than in 1989, and together he and Jane saved a total of $5,000.

Therefore, in 1990 Jane saved approximately $1,240/$3,000 = 41% less than she saved in 1989. Which sector had the greatest net income during the first quarter of 1996?

First find how many teddy bears one machine can create in 50 minutes: 10 ÷ 2 = 5 Now find how long it takes one machine to create 1 teddy bear: 50 ÷ 5 = 10 minutes per teddy bear At last find how many teddy bears the machine can create in 30 minutes: 30 ÷ 10 = 3 teddy bears Where are Numerical Word Problems tests used?

Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more. .80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)([[

Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more.

$28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34.

Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met?

Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.

The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text.

||Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more. $28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34. Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met? Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text. 70% Answer: C Answer Explanation: In 1990 Dick saved 8 percent more than the $3,000 he saved in 1989, which amounted to (1.08)($3,000), or $3,240. Thus, Jane must have saved only $5,000 - $3,240 = $1,760, which is $1,240 less than she saved in 1990. The table below represents the combined net income of all United States companies in each of five sectors for the second quarter of 1996. According to the table, net income in the basic materials sector decreased by 26 percent from the first quarter to the second. Mike creates expert lessons and practice questions to guide GMAT students to success.He has a BS in Physics and an MA in Religion, both from Harvard, and over 20 years of teaching experience specializing in math, science, and standardized exams.You may also want to check out our reasonably-priced Magoosh GMAT subscriptions.With a subscription, you get hundreds of video lessons, nearly a thousand practice questions, and full-length mock GMAT tests.

]].40), or [[Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more.

$28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34.

Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met?

Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.

The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text.

||Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more. $28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34. Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met? Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text. 70% Answer: C Answer Explanation: In 1990 Dick saved 8 percent more than the $3,000 he saved in 1989, which amounted to (1.08)($3,000), or $3,240. Thus, Jane must have saved only $5,000 - $3,240 = $1,760, which is $1,240 less than she saved in 1990. The table below represents the combined net income of all United States companies in each of five sectors for the second quarter of 1996. According to the table, net income in the basic materials sector decreased by 26 percent from the first quarter to the second. Mike creates expert lessons and practice questions to guide GMAT students to success.He has a BS in Physics and an MA in Religion, both from Harvard, and over 20 years of teaching experience specializing in math, science, and standardized exams.You may also want to check out our reasonably-priced Magoosh GMAT subscriptions.With a subscription, you get hundreds of video lessons, nearly a thousand practice questions, and full-length mock GMAT tests.

]].34. Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met? Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text. 70% Answer: C Answer Explanation: In 1990 Dick saved 8 percent more than the ,000 he saved in 1989, which amounted to (1.08)(,000), or ,240. Thus, Jane must have saved only ,000 - ,240 =Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more.

$28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34.

Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met?

Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.

The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text.

||Numerical Word Problems can be found in pre-employment tests for jobs requiring math skills in day-to-day functions, including cashiers, analysts, bank tellers, engineers, and more. $28.80 Answer: D Answer Explanation: The discounted price of one can of soda is (0.85)($0.40), or $0.34. Thus, the price increased by 1.3225p – p = 0.3225p, or 32.25% of p. If Yolanda’s walking rate was 3 miles per hour and Bob’s was 4 miles per hour, how many miles had Bob walked when they met? Below is a link to thirty-two different articles on this blog, each with at least two Problem Solving questions.The sample GMAT Problem Solving questions are often at the top of the article, although sometimes they are further down in the text. 70% Answer: C Answer Explanation: In 1990 Dick saved 8 percent more than the $3,000 he saved in 1989, which amounted to (1.08)($3,000), or $3,240. Thus, Jane must have saved only $5,000 - $3,240 = $1,760, which is $1,240 less than she saved in 1990. The table below represents the combined net income of all United States companies in each of five sectors for the second quarter of 1996. According to the table, net income in the basic materials sector decreased by 26 percent from the first quarter to the second. Mike creates expert lessons and practice questions to guide GMAT students to success.He has a BS in Physics and an MA in Religion, both from Harvard, and over 20 years of teaching experience specializing in math, science, and standardized exams.You may also want to check out our reasonably-priced Magoosh GMAT subscriptions.With a subscription, you get hundreds of video lessons, nearly a thousand practice questions, and full-length mock GMAT tests.

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