Podcast
Questions and Answers
Find the sum of 32 and 45.
Find the sum of 32 and 45.
77
Find the sum of 36, 21, and 42.
Find the sum of 36, 21, and 42.
99
Find the sum of 111, 380, and 2747.
Find the sum of 111, 380, and 2747.
3238
Find the sum of 463, 39, and 2975.
Find the sum of 463, 39, and 2975.
Find the sum of 1192, 2749, and 14982.
Find the sum of 1192, 2749, and 14982.
Find the sum of 6752, 4097, and 208.
Find the sum of 6752, 4097, and 208.
Calculate 96 - 43.
Calculate 96 - 43.
Calculate 6145 - 5023.
Calculate 6145 - 5023.
Calculate 50063 - 3294.
Calculate 50063 - 3294.
Calculate 47196 - 26787.
Calculate 47196 - 26787.
Calculate 142 x 5.
Calculate 142 x 5.
Calculate 1903 x 274.
Calculate 1903 x 274.
Calculate 1482 ÷ 6. If necessary, round to the whole number.
Calculate 1482 ÷ 6. If necessary, round to the whole number.
Calculate 8901 ÷ 23. If necessary, round to the whole number.
Calculate 8901 ÷ 23. If necessary, round to the whole number.
Calculate 74938 ÷ 34. If necessary, round to the whole number.
Calculate 74938 ÷ 34. If necessary, round to the whole number.
Calculate the average of the numbers 34, 26, 28, and 32.
Calculate the average of the numbers 34, 26, 28, and 32.
Calculate the average of the numbers 121, 157, 230, 217, 303, and 196.
Calculate the average of the numbers 121, 157, 230, 217, 303, and 196.
Calculate the average of the numbers 40, 13, 15, 23, 21, 41, 20, and 11.
Calculate the average of the numbers 40, 13, 15, 23, 21, 41, 20, and 11.
Calculate the average of the numbers 491, 301, 337, 397, 413, 228, and 535.
Calculate the average of the numbers 491, 301, 337, 397, 413, 228, and 535.
Flashcards
What is 32 + 45?
What is 32 + 45?
A simple addition problem where you combine two or more numbers.
What is 96 - 43?
What is 96 - 43?
A type of subtraction problem where you find the difference between two numbers.
What is 46 x 6?
What is 46 x 6?
A multiplication problem where you multiply two or more numbers together.
What is 740 ÷ 5?
What is 740 ÷ 5?
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What is the average of 34, 26, 28, 32?
What is the average of 34, 26, 28, 32?
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Use approximation: 296.438 x 61.8
Use approximation: 296.438 x 61.8
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What is 3.46 + 4.72?
What is 3.46 + 4.72?
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What is 6.96 - 5.85?
What is 6.96 - 5.85?
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What is 3 x 0.3?
What is 3 x 0.3?
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What is 6.27 ÷ 2?
What is 6.27 ÷ 2?
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Round 6.499 to a whole number.
Round 6.499 to a whole number.
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Reduce 18/36 to its simplest form
Reduce 18/36 to its simplest form
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Express 21/2 as a mixed number.
Express 21/2 as a mixed number.
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What is 1/4 + 4?
What is 1/4 + 4?
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What is 2/3 x 4/1?
What is 2/3 x 4/1?
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What is 1/10 ÷ 7/8?
What is 1/10 ÷ 7/8?
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Simplify 20 x 2/ 10 x 4 using cancelling.
Simplify 20 x 2/ 10 x 4 using cancelling.
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Convert 125 thou to 16ths and 64ths.
Convert 125 thou to 16ths and 64ths.
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Solve 7 - 3 x 2 using BODMAS.
Solve 7 - 3 x 2 using BODMAS.
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What is -8 + 5?
What is -8 + 5?
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What is 15% of 25?
What is 15% of 25?
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Express 3 as a percentage of 6.
Express 3 as a percentage of 6.
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What is the simplest form of the ratio 0.5km to 300m?
What is the simplest form of the ratio 0.5km to 300m?
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Simplify 5 x 2 + 4 x a.
Simplify 5 x 2 + 4 x a.
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Transpose V = I/R to solve for I.
Transpose V = I/R to solve for I.
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Evaluate a + t + u, where a = 5, t = -4, u = -6.
Evaluate a + t + u, where a = 5, t = -4, u = -6.
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Factorise 3x + 6.
Factorise 3x + 6.
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Express 3 x 3 x 3 in index notation.
Express 3 x 3 x 3 in index notation.
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What is 2^0?
What is 2^0?
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Express 636.7 in scientific notation.
Express 636.7 in scientific notation.
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Solve x + y = 5 and x - y = 1.
Solve x + y = 5 and x - y = 1.
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Solve for x in x^2 + 7x + 12 = 0.
Solve for x in x^2 + 7x + 12 = 0.
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What is log2 16?
What is log2 16?
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What is the complementary angle of 11 degrees?
What is the complementary angle of 11 degrees?
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What is the supplementary angle of 169 degrees?
What is the supplementary angle of 169 degrees?
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What type of triangle has three equal sides?
What type of triangle has three equal sides?
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Solve for the unknown side of a right-angled triangle using Pythagorean theorem.
Solve for the unknown side of a right-angled triangle using Pythagorean theorem.
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Solve for the unknown side of a triangle using trigonometry.
Solve for the unknown side of a triangle using trigonometry.
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Study Notes
Aviation Mathematics Workbook - Module 1
- This workbook covers mathematical concepts relevant to aviation, specifically Module 1.
- It includes a table of contents listing exercises, numbered 1 through 82.
- Each exercise covers a specific mathematical topic.
- The book pages feature a variety of arithmetic tasks that must be solved (including addition, subtraction, multiplication, division, approximation).
- Worksheets also include examples of sums and quotients, and other calculations (with examples and answers).
- Exercises also include finding averages and working with products.
- Some exercises focus on converting fractional values to thousandths of an inch.
- The workbook provides examples and solutions for various problems.
- These problems cover basic calculations, solving equations (using BODMAS, or equivalent rules), common fractions to decimals, percentages, ratios, and geometrical calculations (including areas and volumes).
- Answers are provided for some exercises and are often rounded to two decimal places (or specified significant figures).
- Exercises are arranged in a table, listing exercise number and corresponding page number.
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