The ratio of 125 can be expressed in different forms depending on what it is being compared to. For example, if you are comparing 125 to another number, such as 25, the ratio would be 125:25, which simplifies to 5:1. If you need a specific context or comparison for the ratio, please provide additional details.
It is 125/115, which can be simplified if required.
To find the ratio of 125 grams to 1 kilogram, first convert 1 kilogram to grams. Since 1 kilogram equals 1000 grams, the ratio of 125 grams to 1000 grams is 125:1000. This can be simplified to 1:8 by dividing both numbers by 125.
If the sides of two shapes are in the ratio of A : B, then their volumes are in the ratio A3 : B3, thus: ratio of volumes = 125 : 9 ratio of sides = 3√125 : 3√9 ~= 5: 2.08 (~= 2.4 : 1) Have you got the volumes correct? I suspect the second should be 8cm3 not 9cm3, because then the volumes would be 125cm3 and 8cm3 and: ration of volumes = 125 : 8 ratio of sides = 3√125 : 3√8 = 5 : 2 (= 2.5 : 1)
1.25 IS a rational number. The fact that it is expressed as a terminating decimal does not mean it is not rational. As a ratio, it can be written as 125/100. You may simplify that ratio if you so wish.
5/4
The ratio of 125 cubic inches to 125 cubic inches is 1.
625/125 = 5
It is 125/115, which can be simplified if required.
A loan, usually a mortgage, with an initial loan amount equal to 125% of the initial property value. In other words, a 125% loan has a loan-to-value ratio (LTV ratio) of 125%.
To find the ratio of 125 grams to 1 kilogram, first convert 1 kilogram to grams. Since 1 kilogram equals 1000 grams, the ratio of 125 grams to 1000 grams is 125:1000. This can be simplified to 1:8 by dividing both numbers by 125.
The ratio is sqrt(125/216) = sqrt(0.578704) = 0.7607 (to 4 dp) The question is more likely to have been about volumes being 125 and 216. In that case, the ratio of the solids' dimensions would have been the cuberoot of (125/216) which is 5/6.
If the sides of two shapes are in the ratio of A : B, then their volumes are in the ratio A3 : B3, thus: ratio of volumes = 125 : 9 ratio of sides = 3√125 : 3√9 ~= 5: 2.08 (~= 2.4 : 1) Have you got the volumes correct? I suspect the second should be 8cm3 not 9cm3, because then the volumes would be 125cm3 and 8cm3 and: ration of volumes = 125 : 8 ratio of sides = 3√125 : 3√8 = 5 : 2 (= 2.5 : 1)
The manual suggests a ratio of 30:1
If there are 125 boys and 25 girls, then the ratio of boys to girls would be 5:1.
82/125
It is: 25/26
32:1 ratio