You take 42 and divide it by 56 and your answer is 75%.
100*56/42 = 133.33... recurring %
Percentage = Base x RateGiven: P = 42 ; B = 75 ; R =?Solution:42 = 75 x R42 / 75 = R0.56 = R or 56% in percent form
75.67567568, because 56 divided by 0.74 is equal to this. This is also 75 and 25/37ths. You can do it as a proportion: 56 is to x, as 74 is to 100. 56/x = 74/100. thus 56/x = 0.74 divide and 1/x = 0.74/56 raise both sides to the -1st power and that gives x=56/0.74 , which gives 75 and 25/37ths.
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You take 42 and divide it by 56 and your answer is 75%.
percentage = 75%% rate:= 42/56 * 100%= 0.75 * 100%= 75%
The answer is 75%
The percent of change is -75%
100*56/42 = 133.33... recurring %
It is a 75% decrease.
To find the number that 42 is 75% of, you can set up a proportion. Let x represent the unknown number. The proportion would be: 42 = 0.75x. To solve for x, divide both sides by 0.75, giving you x = 42 / 0.75 = 56. Therefore, 42 is 75% of 56.
75 % = 0.75; 0.75($75) = $56 to the justified number of significant digits, or $56.25 if both "75"s are considered exact.
Percentage = Base x RateGiven: P = 42 ; B = 75 ; R =?Solution:42 = 75 x R42 / 75 = R0.56 = R or 56% in percent form
per cent means per hundred 56 out of 75 = approx 79 out of 100 = approx 79 % (approx 79 percent) Another way to do a quick estimate is to find a multiple of 100. In this case 75 times 4 would be 300. 4 time 56 is 224. Divide 224 by 3 (the number of hundreds) and you get about 75%
To find the number that 56 is 75% of, you can set up a proportion equation. Let x represent the unknown number. The proportion can be written as: 56/x = 75/100. Cross multiplying gives you 100 * 56 = 75 * x. Solving for x, you get x = (100 * 56) / 75 = 75.2. Therefore, 56 is 75% of 75.2.
The percent of 75% is 75%.