8 1/4 ÷d= 2/11 please give me the answer in fraction form

Answers

Answer 1

Answer:

You can do multiplication of d and then division of 2 and then multiplication of 11 on both side. Know that something divided by itself gives 1.

The fraction form of d is $d = (363)/(8)$

Given that:

The equation $(8(1)/(4) )/(d) = (2)/(11)$

To find:

Value of d in fraction form

Evaluation of value of d in fraction form:

$(8(1)/(4) )/(d) = (2)/(11)\n\n\n((8 * 4 + 1)/(4))/(d) = (2)/(11)\n\n\text{Multiplying 11d on both sides}\n\n(33)/(4)* 11 = 2d\n\n\text{Dividing by 2 on both sides}\n(363)/(8) = d\n\nd = (363)/(8)$

Thus, the value of d in fraction is given by: $d = (363)/(8)$

Learn more here about fractions here:

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Answer 2

Answer:

Answer: 45 and 3/8

Step-by-step explanation:

8 and 1/4 = 8.25

8.25/d = 2/11

Multiply 2 x d and 8.25 x 11

2d = 90.75

Divide 90.75 by 2 = 45.375

.375 = 3/8

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A.
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B.
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Answers

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