Percentage change between two numbers A & B can be calculated as: (B-A)/A * 100 For example, if a stock price increases in value from $123 to $145 the percentage increase is: (145-123)/123 * 100 = 22/123 * 100 = 0.179*100 = 17.9% Alternatively, if a stock price decreases in value from $145 to $123 the percentage decrease is: (123-145)/145 * 100 = -22/145 * 100 = -0.152*100 = -15.2%
Percentage change between two numbers A & B can be calculated as: (B-A)/A * 100 For example, if a stock price increases in value from $123 to $145 the percentage increase is: (145-123)/123 * 100 = 17.9% Alternatively, if a stock price decreases in value from $145 to $123 the percentage decrease is: (123-145)/145 * 100 = 15.2% The technically correct answer to the scenario of $145 stock dropping to $123 is a -15.2% change in price. The original answer is semantically correct because the user calls out percentage "decrease", but you cannot have a drop in value and a positive % change outcome.
145 times 320 is 46,400
1 × 123 = 123 3 × 41 = 123
123 times 8 is 984
Set the cubic root of 123, and we have: ∛123 = ∛(3 * 41) 123 doesn't have the perfect cubic factor, so we express the result as ∛123. If you multiply ∛123 by itself twice, then we have... ∛123 * ∛123 * ∛123 = 123!
145 * 10 = 1450
58% of 145= 58% * 145= 0.58 * 145= 84.1
16 goes into 145 9 times without going over
321 * 123 = 39,483
1,000,000 divided by 123 = 8130.08 times.
145 multiplied by 23 is 3,335