Each side is equal to 1/2.
for x that makes the first ratio equivalent to the second ratio of x to 14 , 56 to 98
Multiplication and division. just to make it easier, ratios are really just fractions turned sideways.
If you have a ratio of 1:3 Then an equivalent ratio is 2: 6 That is multiply both numbers by '2' Similarly 1 : 5 Multiply by 'n' Hence n: 5n Or say a ratiod of 3 : 7 becomes 3n : 7n
Depends on the shape; improve the question with the shape, and please elaborate on what you mean by "ratios." It will make this question much easier to answer.
No, they are not equivalent ratios. To make them equivalent, The second one should be 16 to 8.
first of all your question doesnt make sense at all!!! but ill tell you this, Equivalent Ratios are ratios whose fraction or ratio are equivalent. now go away kid
Each side is equal to 1/2.
for x that makes the first ratio equivalent to the second ratio of x to 14 , 56 to 98
The ratio you're given is in it's simplest form, meaning it can't be reduced any farther. To get equivalent ratios, multiply the numerator and the denominator (top and bottom numbers respectively) by any number you want. Just make sure you multiply both the top AND the bottom by the SAME number. Just to make it easy, three equivalent fractions for 11/12 are 22/24 , 33/36 , and 44/48 .
It can be related to unqualified or unskilled management, to inaccurate record keeping resulting in inaccurate ratios to be calculated from the balance sheet and income statement, or just generally not having enough information at hand to make the decision.
Multiplication and division. just to make it easier, ratios are really just fractions turned sideways.
Scaling.
The answer is you make a decision.
Ratios help us compare quantities and make sense of information by providing a relative measure or relationship between two different values. In life, ratios are useful in areas such as finance, cooking, construction, and sports, helping us in decision-making, problem-solving, and understanding patterns or trends. By using ratios, we can analyze situations, set goals, and make informed choices based on numerical comparisons.
Putting a question mark at the end of a phrase does not make it a question. If you have a proper question, please try and present it as one. Otherwise, my answer is "yes, they can exist".
Ratios are very important part of mathematics. They teach us how to deal with proportions.