To solve this problem, we must first create a fraction that represents these two values which we can then turn into a percentage. Because 89.6 is a part of the whole value of 97, we should make 89.6 the numerator or top value of our fraction and 97 the denominator, or bottom value of our fraction. This is shown below:
89.6/97
To find the percentage, we must first find the decimal equivalent, which can be found by simply dividing the fraction (dividing the numerator by the denominator which will yield a value less than one).
89.6/97 = 0.9237113402
Because percentages are portions out of 100, we must multiply this decimal by 100 (or move the decimal point two places to the right) in order to find the percentage.
0.9237113402 * 100 ≈ 92.37%
Therefore, your answer is that 89.6 is approximately 92.37% of 97.
Hope this helps!
Answer = 5.5 x 5.5 = 30.25
I think d................ I hope this helps
Answer:
9 chores
Step-by-step explanation:
Since Janie already has 3$ you subtract 3 off of 13.50 = 10.50. Then 10.50 ÷ 1.20 = 8.7 then round that up to 9 and there is your answer.
If you have 4 appetizers and you need to choose just 3 of them, it would be the same amount of options as just choosing 1 out of the 4; so there are 4 ways to choose the appetizer. For the main course, you are choosing 2 out of 6. So there are 6 ways to choose the first main course, and assuming there is no repeats, there would be 5 ways to choose the next one. However, there will be some overlap, so you need to divide it by 2. So you have
options for main course. Finally for dessert, you have 12 desserts to choose from and 5 desserts to choose. So you do a similar thing to the main courses.
would be the equation you would use. Because there are 12 ways to pick the first dessert, 11 ways for the 2nd and so on until you reach 5 desserts. You divide it by 5*4*3*2*1 or 5! (Factorial) because there are overlaps for each of the 5 so you have to account for those. After solving the equation, there are 792 ways to pick desserts So you now know that you have 4 ways of picking the appetizer, 15 ways for the main course and 972 ways to pick desserts. So for options of the full meal, you need to multiply all these values together:
. Therefore, there are 47,520 possible ways this could be done.