The correct option is (A): 7.1\(\%\)
Explanation:
Total investments = 458 +107+183 + 454 +110+ 227 = Rs. 1539 crores
Percentage of gross investments in State Government Securities \(=\frac{110}{1539}\times\approx7.1\%\)
The correct option is (B): more, 1 crore
Explanation:
The total investment in socially-oriented sectors (both Plan and Non-Plan) is calculated as follows:
\[\text{Total investment (Socially-oriented)} = 107 + 458 = \text{Rs. 565 crores}\]
For the investment in Government Securities (including Central and State), the calculation is:
\[\text{Total investment (Government Securities)} = 454 + 110 = \text{Rs. 564 crores}\]
Thus, the required difference between these investments is:
\[\text{Difference} = 565 - 564 = \text{Rs. 1 crore}\]
The correct option is (A): 66
Investment in private sector = Rs. 183 crores and investment in State Govt securities= Rs. 110 crores
Required \(\%=\frac{183-110}{110}\times100=66\%\)
The correct option is (A): 1
Explanation:
Let angle made at centre by sector CDEF be and total investments be Rs. \(x\)
\(\theta=\frac{183+454+110}{x}\times360^\circ=747\times\frac{360^\circ}{x}\)
Similarly angle made by sector CBAF = \(\theta_1=\frac{107+458+227}{x}\times360^\circ=792\times\frac{360^\circ}{x}\)
\(\therefore\) Ratio of the area of the sector CDEF to the area of the sector CBAF=\(\frac{\theta}{\theta_1}\)\(=\frac{747}{792}\approx1\)
Store | Respective ratio of number of linen kurtis to cotton kurtis sold |
A | 7:5 |
B | 5:6 |
C | 3:2 |
D | 5:3 |
E | 4:3 |
F | 7:3 |
Store | Respective ratio of number of linen kurtis to cotton kurtis sold |
A | 7:5 |
B | 5:6 |
C | 3:2 |
D | 5:3 |
E | 4:3 |
F | 7:3 |
Store | Respective ratio of number of linen kurtis to cotton kurtis sold |
A | 7:5 |
B | 5:6 |
C | 3:2 |
D | 5:3 |
E | 4:3 |
F | 7:3 |