a,b and c together earn $300 per day if a and ctogether earn $188 and b and c together earn $152 per day what is the earning of c per day?
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Answered by
3
Let earnings of A, B and C be Rs. a, Rs. b and Rs. c respectively
a+b+c = 300 ...(1)
a+c = 188 ... (2)
b+c = 152 ... (3)
Substituting (3) in (1)
a+152 = 300
=> a = 300-152
= Rs. 148 ...(4)
Substituting (4) in (2)
148+c = 188
=> c = 188-148
= Rs. 40
Therefore, C individually earns Rs. 40 per day.
a+b+c = 300 ...(1)
a+c = 188 ... (2)
b+c = 152 ... (3)
Substituting (3) in (1)
a+152 = 300
=> a = 300-152
= Rs. 148 ...(4)
Substituting (4) in (2)
148+c = 188
=> c = 188-148
= Rs. 40
Therefore, C individually earns Rs. 40 per day.
Answered by
6
According to question,
Total earning of a,b and c = $300
or, a + b + c = 300 ......... (i)
Now, total earning of a and c = $188
or, a + c = 188 ............ (ii)
And, total earning of b and c = $152
or, b + c = 152 ...............(iii)
On adding eqn (ii) and (iii), we get :-
a + b + c + c = 188 + 152
or, (a+b+c) + c = 340
or, 300 + c = 340 [From eqn(i) -- (a+b+c) = 300]
or, c = 40
Therefore, can earn $40 per day.
Hope that helps !!
Total earning of a,b and c = $300
or, a + b + c = 300 ......... (i)
Now, total earning of a and c = $188
or, a + c = 188 ............ (ii)
And, total earning of b and c = $152
or, b + c = 152 ...............(iii)
On adding eqn (ii) and (iii), we get :-
a + b + c + c = 188 + 152
or, (a+b+c) + c = 340
or, 300 + c = 340 [From eqn(i) -- (a+b+c) = 300]
or, c = 40
Therefore, can earn $40 per day.
Hope that helps !!
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