the cost price of 24 radio sets is $ 18720 find the cost price of one radio set if each radio set costs the same answer 870
Answers
Answer:
Step-by-step explanation:
The cost price of 24 radio sets is $ 18720 if all radios cost same then we need to find the cost of one radio..
Let,
The cost of one radio be 'x'
Number of radio's = 24
Total cost of 24 radio's = $18720
Now we know
Coat of one radio = X
therefore
Cost of 24 radio's would be
Therefore we can write it as
Cost of 24 radio's = 24x
According to question its given that cost of 24 radio's = $18720
Thus we have
Now taking 24 to RHS we have
When we take any term from LHS to RHS or vice-versa the sign ( ie-: + , × , ÷ , - ) on term will be changed to its opposite sign.
Example
(-1) will change to +1
2/3 in this if we take 3 to other side it will change to multiple ...
2×4 in this 4 will change to divide i:- multiply by its reciprocal..
Cost price of 24 radio sets is $18720.
___________ [ GIVEN ]
• We have to find the cost price of one radio.
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• Let cost of one radio be M.
So,
Cost of 24 radios will be 24M.
It's like that ..
M + M + M + ........... } upto 24th term (radio)
And cost of 24 radios = $18720
So, cost of M radios =
=> $780
______________________________
Cost of 24 radios is $780.
____________ [ ANSWER ]
______________________________
✡ VERIFICATION :
From above calculations we have M = 780
Put value of M in this : 24M = 18720
=> 24(780) = 18720
=> 18720 = 18720
L.H.S. = R.H.S.
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