Answer:
2080 IU
Explanation:
Given
Ratio of vitamin A in cow milk to goat milk = 3 : 4
Required
Determine the content of vitamin A in goat milk if cow milk has 1560 IU
The given parameters shows a direct proportion.
Let G represents Goat and C represent Cow
Given that there exists a direct proportion;
C = K * G where K represents the constant of proportionality.
Solving for K when C = 3 and G = 4
C = K * G becomes
3 = K * 4
3 = 4K
Divide through by 4
¾ = K
K = ¾
Now, solving for G given that C = 1560IU;
We'll make use of the same formula as above
C = K * G
Substitute 1560 for C and ¾ for K; the expression becomes
1560 = ¾ * G
Multiply both sides by 4
4 * 1560 = 4 * ¾ * G
6240 = 3 * G
Multiply both sides by ⅓
⅓ * 6240 = ⅓ * 3 * G
2080 = G
G = 2080
Hence, the vitamin A in the goat milk is 2080IU
The total rent payed for the apartment =
$1,370
<h3>Calculation of move-in cost </h3>
The complete question:
How much would you pay in move-in costs for the two-bedroom hometown apartment if you pay first and last month's rent, a $185 security deposit, and a 30 percent fee to the rental agent? round to the nearest dollar
2 bedroom hometown: $515 plus utilities
$1,515 $1,370 $1,245 $855
The cost of 2 bedroom apartment = $515 ×2 = $1,030
The security deposit= $185
The rental agent fee = 30/100× 515
= 15,450/100 = $154.5
Therefore the total rent payed for the apartment
= $1,030 + $185 + $154.5
= $1,369.5
~ $1,370
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The features of a comedy of manners include a flamboyant display of witty behaviour.
<h3>What is comedy of manners?</h3>
Comedy of manners is a type of comedy in drama that is used to evaluate whether some characters meet certain social standards.
Features of comedy of manners include all the materialistic nature of people which depicts their behaviour.
Therefore, the features of a comedy of manners include a flamboyant display of witty behaviour.
Learn more about comedy here:
brainly.com/question/7100298
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sculpture changed in style significantly over the span of 3000 years is incorrect
Answer:
A scholarship can make a big difference in your education. The money from a scholarship helps by allowing you to be more selective in how you spend your free time. You'll be able to maximize the college experience through service-learning, volunteer opportunities and internships.
This scholarship will help by lowering the costs of college and the amount of hours I'll need to work throughout my studies. This way, I'll be able to continue with my academic achievements. It will also give me time to find an internship.
Explanation:
