Question

Formula ↓

» K = 5(14s+p)/11


find :-

10 stones & 3 pounds


need quality answer

Answer 1

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★ Formula ↓

$\begin{gathered}{ \red{ \underline{ \boxed{ \sf{k = \frac{5(14s + p)}{11} }}}}} \end{gathered}$

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★ To Find :—

$\:$

$: \implies \sf 10 \: stones \: and \: 3 \: pounds$

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★ Solution :—

$\:$

$\qquad : \implies \sf{k = \dfrac{5(14s + p)}{11} }$

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$\qquad : \implies \sf{k = \dfrac{5(14 \times 10 + 3)}{11} }$

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$\qquad : \implies \sf{k = \dfrac{5(140 + 3)}{11} }$

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$\qquad : \implies \sf{k = \dfrac{5 \times \cancel{ 143}}{ \cancel{11}} }$

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$\qquad : \implies \sf{k = 5 \times 13}$

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$\qquad : \implies \sf{k = 65kg}$

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Answer 2

Answer:

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