Question

Using the following equations: + 6y = 10;

1/x- 6y = 5, find the value of p if p = 5x.​

Answer 1

Answer:

p = 1

Step-by-step explanation:

w.k.t

6y = 10

y = 10/6

y = 5/3

1/x - 6y = 5 (given)

on substituting the value of y in this equation, we get

1/x - 6(5/3) = 5

1/x - 2×5 = 5

1/x - 10 = 5

1/x = 5 + 10

1/x = 15

x = 1/5

p = 5x (given)

p = 5(1/5)

p = 5/5

∴ p = 1

Correct answer dha Vaishu

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Answer 2

Given : 6y=10

1/x -6y =5

To find:

value of p if p=5x

Solution:

For finding value of p we have to first find values of x and y:

using ,

6y =10

y=10/6

Now, Putting value of y in equation 1/x - 6y =5

= > 1/x - 6×10/6 =5

= > 1/x - 10 = 5

=> 1/x = 10 +5

=> 1/x = 15

=> x = 1/15

putting value of x in p=5x

p= 5 ×(1/15)

p= 1/3

Answer : Value of p if p=5x is 1/3.