By selling a chair for Rs. 1440 a shopkeeper loses 10%.At what price did he buy it?

Answers

Answer 1

Answer: Selling price of the chair = 1440 rupees
Percentage of loss made by the shopkeeper = 10%
Let us assume the price at which the shopkeeper bought the chair = x
Then
90% * x = 1440 rupees
(90/100) * x = 1440 rupees
9x/10 = 1440 rupees
9x = 1440 * 10 rupees
9x = 14400 rupees
x = 14400/9 rupees
= 1600 rupees
So the price at which the shopkeeper bought the chair was 1600 rupees. I hope the procedure is clear enough for you to inderstand.

Answer 2

Answer: 1600 rupees. Really hope this answer helps!

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Xavier ran four miles on his first day of training. The next day he ran eight ninths that distance. How far did he run the second day?

Answers

8/9 x 4= 32/9= 3.55555555555555...... Miles

Sam lives 3.5 times farther from school than Sara does. Sam lives 13.3 miles from school. How far from school does Sara live?

Answers

Let distance of Sarah from school = x
Distance of sam from school = 3.5x or 13.3

=> 3.5x = 13.3
X = 13.3/ 3.5
X = 3.8

Answer:

Sara lives 3.8 miles away from the school

Explanation:

Sam lives 3.5 times farther than Sara

Sam lives 13.3 miles away from school

Opposite of multiplication is division, so we must divide to see how far away Sara lives from the school

13.3 ÷ 3.5 = 3.8

Sara lives 3.8 miles away from the school

an item was selling for $72 is reduced to $60 find the precent decrease in price round your answer to the nearest tenth

Answers

Remember this, 5 or higher goes up, 4 or lower the number stays the same. soooo.... lets see how i can start this off...
well,... you could....60 divided by 72 equals.... 0.8333333333333
then, starting from the decimal.. you go two spaces to the right... so thats 83.3333333333
so, since 3 is lower than 4, it would be the same.. and take off the extra three after the decimal. and we're basically... rounding off right??
so your answer should be 80%
Hope i helped!!! :D

How many times does 12 go into 3

Answers

just divide 3 by 12 so it goes in $(3)/(12)$ times which simplifies to $(1)/(4)$ time. Hope this helped :)

Final answer:

The number 12 cannot go into 3 as 3 is smaller than 12. However, 12 can go into 3, 0.25 times when the division is performed, but in traditional division, we always identify how many times a larger number can accommodate a smaller one.

Explanation:

The question you're asking is a division problem, which can be written as 3 ÷ 12. However, in this case, 12 cannot go into 3 because 3 is smaller than 12. However, you can calculate how many times 3 can go into 12, that is 12 ÷ 3, resulting in 4. But the question as written 3 ÷ 12 is equivalent to 0.25 when performed. It indicates that 12 will go into 3, 0.25 times, but in general division, we always identify how many times a larger number can accommodate a smaller one, not the vice versa.