Analyze And Solve The Following Profession

Analyze and solve the following profession

ANSWER!

Hewwo! Brainly User, the direction of your question cant see because I need to see it to understand what will I gonna do but this is what I did. Hope its help ^.^

1. 4 : 6 - 8 : N ( 12 )

SOL:

    1. Means 6, 8 - Extremes 4, N

* Now lets find the missing term *

    2. First we have to multiply the means

( 6 * 8 = 48 )

    3. Now we have to multiply the extremes now, we just need to multiply the extremes in numbers until we find the exact or same answer.

( 4 * 12 = 48 )

    Now we know that means and extremes are the same answer, lets take             a look if its proportion or not? Yes its Proportion and the missing term is 12

2. 8 : 4 - N ( 88 ) : 44

SOL:

    1. Means 4, N - Extremes 8, 44

* Now lets find the missing term *

    2. Multiply the extremes

( 8 * 44 = 352 )

    3. Lets multiply the means and find the missing term

( 4 * 88 = 352 )

    And means and extremes are the same so its a Proportion and the missing term is 88

3. 24 : N ( 56 ) - 6 : 14

SOL:

    1. Means N, 6 - Extremes 24, 14

* Now lets find the missing term *

   2. Multiply the extremes

( 24 * 14 = 336 )

   3. Lets multiply the means and find the missing term

( 56 * 6 = 336 )

   Now means and extremes are the same so its Proportion and the missing term is 56

4. 16 : 14 -  N ( 32 ) : 28

SOL:

    1. Means 14, N - Extremes 16, 28

* Now lets find the missing term *

   2. Multiply the extremes

( 16 * 28 = 448 )

   3. Lets multiply the means and find the missing term

( 14 * 32 = 448 )

   Now means and extremes are the same so its Proportion and the missing term is 32

5. 2 : 3 - N ( 8 ) : 12

SOL:

    1. Means 3, N - Extremes 2, 12

* Now lets find the missing term *

   2. Multiply the extremes

( 2 * 12 = 24 )

   3. Lets multiply the means and find the missing term

( 3 * 8 = 24 )

   Now means and extremes are the same so its Proportion and the missing term is 8

Hewwo! Brainly User, Hope its help I have a lot of effort to do this ^.^

#CarryOnLearning


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