What Form 8865 Proportional 2024

G'day, welcome to the Tech Bath Channel. In this video, we will be discussing ratios and proportions. We will learn how to determine if two sets of ratios are in proportion and how to keep them equivalent. For example, let's consider two glasses of cordial. In the first glass, we have three parts cordial for every seven parts of water. In the second glass, we have six parts cordial for every fourteen parts of water. We want to determine if these glasses have the same strength, or if the ratios are equivalent. To compare the ratios, we can look at the amount of cordial and water in each glass. The first glass has three parts cordial, while the second glass has six parts cordial, indicating that there is twice as much cordial. Similarly, the first glass has seven parts water, while the second glass has fourteen parts water, again showing that there is twice as much water. Since both ratios are doubled, we can conclude that the glasses are in proportion. We can use this method to compare other ratios as well, whether they are in the form of numbers or even pictures. In this video, we will explore how to determine if two sets of ratios are in proportion and how to calculate the quantities needed to maintain proportionality. To compare two ratios, let's label them as A:B and C:D. We can write the first ratio as A/B and the second ratio as C/D. To check if they are in proportion, we cross multiply. This means multiplying A by D and B by C. If the results are equal, for example A x D = C x B, then the ratios are in proportion. Now let's apply this method to two examples. The first example compares the ratios 2:14...