cost price of cheaper qua Rule of Mixture or Alligation It is the rule that enables us to find the ratio in which tro or more ingredients at the given price must be mised to produce a mixture of a desired price. According to this rule, n2n1=Aw−A1A2−Aw where, n1/n2 is the ratio, in which two quantities should be mixed, while A1,A2 and Aw are the ch The above rule can be represented pictorially as shown so below [remember, A1<Aw<A2] Amount of cheaper: Amount of dearer (n1:n2)=Aw−A1A2−Aw

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cost price of cheaper qua Rule of Mixture or Alligation It is the rule that enables us to find the ratio in which tro or more ingredients at the given price must be mised to produce a mixture of a desired price. According to this rule, $\frac{n _{1}}{n _{2}} = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}$ where, $n_{1} / n_{2}$ is the ratio, in which two quantities should be mixed, while $A_{1}, A_{2}$ and $A_{w}$ are the ch The above rule can be represented pictorially as shown so below [remember, $A_{1} < A_{w} < A_{2}]$ Amount of cheaper: Amount of dearer $(n_{1} : n_{2}) = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}$

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cost price of cheaper qua Rule of Mixture or Alligation It is the rule that enables us to find the ratio in which tro or more ingredients at the given price must be mised to produce a mixture of a desired price. According to this rule,

\frac{n _{1}}{n _{2}} = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}

where,

n_{1} / n_{2}

is the ratio, in which two quantities should be mixed, while

A_{1}, A_{2}

and

A_{w}

are the ch The above rule can be represented pictorially as shown so below [remember,

A_{1} < A_{w} < A_{2}]

Amount of cheaper: Amount of dearer

(n_{1} : n_{2}) = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}

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Question Text	cost price of cheaper qua Rule of Mixture or Alligation It is the rule that enables us to find the ratio in which tro or more ingredients at the given price must be mised to produce a mixture of a desired price. According to this rule, $\frac{n _{1}}{n _{2}} = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}$ where, $n_{1} / n_{2}$ is the ratio, in which two quantities should be mixed, while $A_{1}, A_{2}$ and $A_{w}$ are the ch The above rule can be represented pictorially as shown so below [remember, $A_{1} < A_{w} < A_{2}]$ Amount of cheaper: Amount of dearer $(n_{1} : n_{2}) = \frac{A _{2} - A _{w}}{A _{w} - A _{1}}$
Updated On	Mar 28, 2023
Topic	Human Physiology
Subject	Biology
Class	Class 11
Answer Type	Video solution: 1
Upvotes	109
Avg. Video Duration	2 min

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