Question

Formula of mode is given by.......​

Answer 1

Answer:

In this article, we will try and understand the mode function, examples and explanations of each example along with the formula and the calculations. Where, L = Lower limit Mode of modal class. fm = Frequency of modal class.

In this article, we will try and understand the mode function, examples and explanations of each example along with the formula and the calculations. Where, L = Lower limit Mode of modal class. fm = Frequency of modal class....

In this article, we will try and understand the mode function, examples and explanations of each example along with the formula and the calculations. Where, L = Lower limit Mode of modal class. fm = Frequency of modal class....Mode Formula Calculator.

In this article, we will try and understand the mode function, examples and explanations of each example along with the formula and the calculations. Where, L = Lower limit Mode of modal class. fm = Frequency of modal class....Mode Formula Calculator.Mode Formula = L + (fm - f1) x h / (fm - f1) + (fm - f2)

In this article, we will try and understand the mode function, examples and explanations of each example along with the formula and the calculations. Where, L = Lower limit Mode of modal class. fm = Frequency of modal class....Mode Formula Calculator.Mode Formula = L + (fm - f1) x h / (fm - f1) + (fm - f2)= 0 + (0 - 0) x 0 / (0 - 0) + (0 - 0)= 0

Answer 2

$\huge{\underline{\mathtt{\red{A}\pink{N}\green{S}\blue{W}\purple{E}\orange{R}}}}$

${\large{\underline{\sf{\pmb{Mode \: Formula:-}}}}}$

• In the case of grouped frequency distribution, calculation of mode just by looking into the frequency is not possible.

• To determine the mode of data in such cases we calculate the modal class.

• Mode lies inside the modal class. The mode of data is given by the formula:

$\boxed{\bold{\orange{mode=\ell+(\dfrac{f_{1}-f_{0}}{2f_{1}-f_{0}-f_{2}})×h } }}$

Where,

$\purple{⇝}$ $\bold{l}$ = lower limit of the modal class.

$\purple{⇝}$ $\bold{h}$ = size of the class interval.

$\purple{⇝}$ $\bold{f1}$ = frequency of the modal class.

$\purple{⇝}$ $\bold{f0}$ = frequency of the class preceding the modal class.

$\purple{⇝}$ $\bold{f2}$ = frequency of the class succeeding the modal class.