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"So establish weight with justice and fall not short in the balance. "In which surah of The Holy Qur'an the above verse has been stated?

"So establish weight with justice and fall not short in the balance. "In which surah of The Holy Qur'an the above verse has been stated? Correct Answer Ar-Rahman

উল্লেখিত প্রশ্নটি পবিত্র আল - কুরআনের ৫৫নং সুরা আর - রাহমানের ৯ নং আয়াতের ইংরেজি অনুবাদ। মূল আয়াতটি হলো: و اقيموا الوزن بالقسط ولا تخسروا الميزان -

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"So establish weight with justice and fall not short in the balance". In which Surah of the Holy Quran the above verse has been stated?
'So establish weight with Justice and fall not short is the balance'. in which surah of the holy Quran the above verse has been stated?
So estabish weight with justice and fall not short in the balance. "In which Surah of the Holy Quran the above verse has been stated?"
Allah has proclaimed in The Holy Quran saying : "Innallazinna ya '-Kuluuna ' amwaalal Yataama Zulman' innamaa ya' -Kuluuna fii butuunihim Naaraa: Wa sa-yas-lawna sa'iirnaa.". In which surah of The Holy Quran, the above verse has been stated?
"So establish weight with justice and fall not short in the balance." In which Surah of The Holy Qur'an has the above verse been stated?
What is the condition for a tree to be weight balanced. where a is factor and n is a node? >= a*weight and weight >= a*weight. b) weight >= a*weight and weight >= a*weight. c) weight >= a*weight and weight >= a*weight. d) weight is a non zero
There are seven persons - A, B, C, D, E, F and G. They have different weights. The weight of second heaviest person is 185 kg and the weight of second lightest person is 85 kg. Sum of weight of C and D is 290 kg. Only Three persons have more weight than D. E is heavier than both F and G but F is not lightest. The weight of A is 250 kg. Sum of weight of F and G is 135 kg. B is heavier than both C and D but C is not lightest. The weight of D is 140 kg. The weight of E is obtained from removing weight of C from weight of A. Who is the Fourth lightest person? 
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Weight of Arun is 4/7 of the weight of Bablu. Weight of Bablu is 1/2 of the weight of Ram. Weight of Ram is 4 times of the weight of Deep. Weight of Deepis 1/9 of the weight of Ankit. Whose weight is more than the weight of Deep but less than the weight of Bablu?
The average weight of a group of 10 girls is 48 kilograms. If 2 girls R and S, replace by P and Q then the new average weight is 46 kg. The weight of P is equal to the weight of Q and the weight of R is equal to the weight of S, another girl T joins the group and the new average weight of the group becomes 46 kg. The weight of T is equal to the weight of P. What is the weight (in kg) of R?