(c) 4:6::8:x
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Answers
Answer:
Given:-
Solve, 4 : 6 : : 8 : x.
To Find:-
The value of "x".
Note:-
●》Here, the product of extremes = product of means. Extremes - The first and fourth term, Means - The second and third term.
●》Transposing is also required for finding "x". Transposing is a process in which we change the side of "known value" for finding "unknown value" and also sign are changed. For example - Multiple becomes Divisional.
Solution:-
☆ According to note first point ( Extremes = 4,x; Means = 6,8 )~
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☆ According to note second point ( Transposing )~
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☆ After dividing~
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Checking:-
♤ Let's check for "x" by Product of extremes = Product of means or not.
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♤ Applying "x" value~
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Answer:-
Hence, The value of "x" = 12.
:)
Answer:
The value of is 12.
Step-by-step explanation:
In context to the question asked,
We have to find the value of
As per data given in the question,
We have,
In the form of fraction it is written as:
By using the cross multiplication method,
=> 4 = 8 6
Multiply the numbers,
=> 4 = 48
Divide both sides by 4,
=>
Hence, the required value of x is 12.