1,500/1,300 = 1.15385 (rounded)
1,500 is 115.385% of 1,300.
1,300 is increased by 15.385% to get 1,500.
25% of 1300 = 1300*25/100 = 325
to find the rate divide the percentage by the base that is R=P divide B OR R=P/B THEN CHANGE THE ANSWER TO PERCENT
1500/3=500
472.5 i converted 6.3% to .063. multipled that by 1500 to find 6.3% of 1500 and multipled this by 5
Repeated proportional change is when you take a percentage of a number (e.g. 80% of 50) and multiply it by a percentage. E.g. 40 is 80% of 50 50 is X% of 40 Find X 40 / 0.8 = 50 50 / 40 = 1.25 1.25 * 100 = 125% X = 125
Changing Shape is a very helpful website that gives different caloric diets, including 1300 and 1500 calorie diets. The site gives examples at no cost.
1,298 / 1,500 = 0.86533 = 86.533 % (rounded, repeating)
25% of 1300 = 1300*25/100 = 325
change the percentage to a decimal than divide it.
Percentage change: 25.0% increase.
Divide 1300 by 30 to find 1% and then multiply by 100. Answer is 4333.333 recurring
To find a percentage change find the difference/original amount and then multipy by 100% The difference of 30 to 50 is 20. So 20/30 x 100 = 66.66...%
You cannot. Percentage is a binary operator: you input two numbers and get one number as a percentage of the other or, equivalently, the percentage change from one to the other.
You divide the total by 1.0x (x being the tax precentage).For example: $1500 is the total after 7% tax. You are solving for the pretaxed amount.So you:1500/1.07 = $1401.8798.13=taxTotal: $1500
to find the rate divide the percentage by the base that is R=P divide B OR R=P/B THEN CHANGE THE ANSWER TO PERCENT
The answer depends on what the percentage problem is. The equations will be different depending on whether you want to find:one number as a percentage of another,a given percentage of a number,the percentage change applied to a given number,find the original number if given the number after the percentage change.
company borrowed $1500. It must make monthly payments of $40.50 for 42 months to pay off the loan. Use the constant ratio formula to find the annual percentage rate