Question

If 0.8333 is taken to be an approximate value of (5)/(6), then the percentage error is - (a) 0.004%, (b) 0.002%, (c) 0.001%, (d) 0.005%​

Answer 1

Answer:

hope may it help you

Step-by-step explanation:

d) 0.005%

Answer 2

Answer: iF $0.8333$ is taken to be an approximate value of $(5)/(6)$, then the percentage error is?

Explanation: Let

→$x=0.83333$........equation (1)

So,

→$10x=8.333333$ ........equation (2)

Subtracting equation (1) from equation (2)

→$10x-x=8.33333-0.833333$

→$9x=7.5$

→$9x=(75/10)$

→$x=(75/90)$

→$x=(5/6)$

therefore,

→$0.8333$ is equal to $=(5/6)$

Hence, there is no percentage error.