Guide :

# How do I find the ratio

what is the ratio of 110

## Research, Knowledge and Information :

### How to Calculate Ratios: 9 Steps (with Pictures) - wikiHow

How to Calculate Ratios. ... How do you find the ratio of a person that measure 6" to a person who measures 6'? Donagan, Top Answerer wikiHow Community Q&A

### Ratios - Math Is Fun

Ratios A ratio compares values. ... What is that ratio when we draw it at 1/10th normal size? 1500 : 2000 = 1500×1/10: 2000×1/10 = 150 : 200:

### How to Find Ratios | Sciencing

How to Find Ratios By Contributing Writer; Updated April 24, 2017 . ... Find the Ratio of Birds to Cats. Pay close attention to the order of things you are comparing; ...

### Help with Ratios - WebMath

A ratio is a statement of how two numbers compare. It is a comparison of the size of one number to the size of another number. All of the lines below are different ...

### Excel formula: Calculate a ratio from two numbers | Exceljet

To generate the ratio of two numbers to each other (e.g. 4:3, 16:9, etc.), you can do using division, the GCD function, and ... Calculate a ratio from two numbers.

### Current Ratio Calculator - bankrate.com

Calculate your current ratio below. Current ratio is a comparison of current assets to current liabilities, calculated by dividing your current assets by your current ...

### Ratios - Purplemath

Explains the basic terminology and formatting of ratios, ... Proportions are built from ratios. A "ratio" is just a comparison between two different things.

### How do I find the ratio between two numbers? | Reference.com

How do I find the ratio between two numbers? A: Quick Answer. ... If two numbers are known, here are some simple steps to find the ratio between them. Continue Reading.

### How do I calculate the inventory turnover ratio? | Investopedia

How do I calculate the inventory turnover ratio? By Ryan C. Fuhrmann, CFA | Updated November 7, ... using less inventory to do so will improve the ratio.

### Ratios and Proportions - Ratios - In Depth - Math.com

There are still other ways to make the same comparison, by using equal ratios. To find an equal ratio, you ... To find out if two ratios are equal, ...

## Suggested Questions And Answer :

### find the ratio? the ratio of X to 5 is 3 to 8 find X.

find the ratio? the ratio of X to 5 is 3 to 8 find X. Find the ratio? x/5 = 3/8 (x/5) * 5 = (3/8) * 5 x = 15/8

### Which statement explains how to find the number of minutes it takes to bike 7.5 miles?

The ratio of minutes to miles is. 10 : 2/5 = 4 : 1 16 : 4 = 4 : 1 ? : 7.5 = 48 : 12 = 4 : 1 Each time the ratio of minutes to miles is 4:1 Therefore ? : 7.5 = 4 : 1 Therefore multiply 7.5 by 4. i.e. option B

### Given a ratio of 2:3 find the volume of the smaller of the larger cylinder is 252pi ft squared.

Question: Given a ratio of 2:3 find the volume of the smaller of the larger cylinder is 252pi ft squared. The volumes of teh two cylinders is in the ratio of 2:3. A ratio of 2:3 is the same as a fraction of 2/3. If teh two volumes are V1 and V2 (whwre V1 is teh smaller volume) then we can write V1:V2 = 2:3 or, we can write (using fractions) V1/V2 = 2/3, or V1 = (2/3)*V2 We are given V2 = 252π ft squared, then V1 = (2/3)*252π = 168π Volume of smaller cylinder is 168π ft squared

### adjacent sides of parallelogram is in ratio 9:11.what are measure kf angles of parallelogram

The parallelogram could be a rectangle with side ratios 9:11, in which case the angles of the parallelogram are all 90 degrees. So that means there's not enough information in the question to find a unique solution. Let's say the actual lengths of the sides are a and b, and the lengths of the diagonals are c and d. If x is the angle of the parallelogram, we use the cosine rule: c^2=a^2+b^2-2abcosx and d^2=a^2+b^2+2abcosx because the adjacent interior angles of a parallelogram are complementary. If we subtract these equations we get: d^2-c^2=4abcosx. So cosx=(d^2-c^2)/4ab. To find x we need to know the lengths of a, b, c, d or some ratios. One ratio isn't enough. So we could use the ratio of the lengths of the diagonals, the ratio of the sides, and the ratio of a side to a diagonal. We can rewrite this equation: d^2(1-c^2/d^2)/(4b^2(a/b))=(d^2/b^2)(1-c^2/d^2)/(4(a/b))=cosx; or (d^2/b^2-c^2/b^2)/(4(a/b))=cosx. If we use r1, r2 and r3 for the ratios, we get (r1^2-r2^2)/4r3=cosx. Here we see ratios r1=d/b, r2=c/b or r2/r1=c/d, and r3=a/b, but we only know one: r3=a/b=9/11. We can also see that if c=d, cosx=0 and x=90 degrees (rectangle has diagonals of equal length).

### The costs of flour and sugar are #1.40 and #1.60 respectively. To prepare cake the two items are mixed in the ratio 2:3, and the mixture is then sold at #2.40 per kg. Find the gain or loss per cent.

The costs of flour and sugar are #1.40 and #1.60 respectively. To prepare cake the two items are mixed in the ratio 2:3, and the mixture is then sold at #2.40 per kg. Find the gain or loss per cent Since they are mixed in the ratio of 2:3, then let us work with 5 kg mix( 2 + 3 = 5). Cost of mix is: 2*1.40 + 3*1.60 = 2.80 + 4.80 = 7.60 Income from sale = 5*2.40 = 12.00 Profit = Income – Cost = 12.00 – 7.60 = 4.40 gain Percentage gain = Profit/Cost = 4.40/7.60 = 0.5789 Answer: Profit = 57.9% gain

### Triangle ACB is a right triangle with BC=3, AC=4, AB= 5.

?????????????? altitide ??????????? yu meen the HITE ?????????? hite / (long side)=3/5=0.6

### Sum of two numbers is 300 and the two numbers have a ratio of 20:10. Find the larger number

Sum of two numbers is 300 and the two numbers have a ratio of 20:10. Find the larger number A ration of 20 to 10 means that one number is twice as large as the other. So, we have x and we have 2x. x + 2x = 300 3x = 300 x = 100 The other number is 2x; 2 * 100 = 200    < The answer 100 + 200 = 300

### The ratio of two integers is 7:12. Their sum is 76. Find the two integers

The ratio of two integers is 7:12. Their sum is 76. Find the two integers A = one integer\ B = the other A + B = 76 → Call this eq1 7A = 12B A = 12B / 7 →calll this eq2 subtitue eq2 in eq1 12B/7 + B = 76 12B + 7B = 76 x 7 19 B = 76 x 7 B = (76 x 7) / 19 B = 28 Substitute B + 28 to eq 2 A + B = 76 → Call this eq1 A + 28 = 72 A = 44

### A certain amount of money is shared between Rui Feng and Vishal in th ratio of 5:9, if Rui Feng gets \$44 less than Vishal, find the total amount of money that is shared between the two boys

A certain amount of money is shared between Rui Feng and Vishal in th ratio of 5:9, if Rui Feng gets \$44 less than Vishal, find the total amount of money that is shared between the two boys. Let R = amount of money that Rui Feng has. Let V = amount of money that Vishai has. Then, R:V = 5:9 or, R/V = 5/9 i.e. 9R = 5V Also, R = V - 44    (Rui Feng gets \$44 less than Vishal) 9R = 9V - 396   (multiplying both sides by 9) 5V = 9V - 396   ( substituting for 9R = 5V) 4V = 396           ( rearrangement of equation) V = 99 R = 55

### how do i find an equivalent ratio for 7/9 then write a proportion

write an equivalent ratio 20/15