How many statements are required to find: Wha | vedclass

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(D) To find the amount invested in Scheme $B$,we need to determine its value.From Statement $III$,we know the amount invested in Scheme $A$ is $₹ 45,0

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Only $III$ and either $I$ or $II$.

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(D) To find the amount invested in Scheme $B$,we need to determine its value.From Statement $III$,we know the amount invested in Scheme $A$ is $₹ 45,000$.From Statement $I$,the ratio of investment in $A$ and $B$ is $2:3$. If we know $A = 45,000$,then $\frac{45,000}{B} = \frac{2}{3}$,which gives $B = \frac{45,000 	imes 3}{2} = ₹ 67,500$.From Statement $II$,we know $A$ is $40\%$ of the total. Since $A = 45,000$,we can find the total amount $(T)$ as $0.40 	imes T = 45,000$,so $T = 112,500$. Then $B = T - A = 112,500 - 45,000 = ₹ 67,500$.Thus,we need Statement $III$ combined with either Statement $I$ or Statement $II$ to find the answer.Therefore,the correct option is $D$.

How many statements are required to find: What is the amount invested in Scheme $B$?
$I$. The amounts invested in Schemes $A$ and $B$ are in the ratio of $2:3$.
$II$. The amount invested in Scheme $A$ is $40\%$ of the total amount invested.
$III$. The amount invested in Scheme $A$ is ₹ $45,000$.

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How many statements are required to find: What is the amount invested in Scheme $B$?$I$. The amounts invested in Schemes $A$ and $B$ are in the ratio of $2:3$.$II$. The amount invested in Scheme $A$ is $40\%$ of the total amount invested.$III$. The amount invested in Scheme $A$ is ₹ $45,000$.