The pie chart given below shows the number of males in 6 departments. Number of males in a particular department are shown in the terms of degrees with respect to the total number of males in all the 6 departments. Number of males in department S are 1080. J = Total number of males in T and P K = Difference between the number of males in P and Q What is the value of J + K ?
3600
GIVEN:
Pie chart shows number of males in six department
Number of males in S = 1080
CALCULATION:
As, number of males in S = 1080
⇒ 54\(^\circ\) = 1080
⇒ 1\(^\circ\) = 20
Now,
Number of males in T department is 90\(^\circ\)= 90 × 20 = 1800
Number of males in P department is 30\(^\circ\)= 30 × 20 = 600
Number of males in Q department is 90\(^\circ\)= 90 × 20 = 1800
As, J = Total number of males in T and P department = ( 1800 + 600 ) = 2400
Also, K = Difference of number of males in P and Q department = ( 1800 - 600) = 1200
Now, J + K = ( 2400 + 1200 ) = 3600
Hence, the required value is 3600.
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