Question

If a = 3, b = 1/2 and c = 1/4, find the value of (2ab - bc) / 3ac *
​

Answer 1

Answer:

28/18

Step-by-step explanation:

23/8×4/9

28/18

please mark me as brain least

Answer 2

The value of (2ab - bc) / 3ac is 23/18.

• Since a = 3, b = 1/2, and c = 1/4, we may replace these values into the formula and simplify to determine the value of (2ab - bc) / 3ac.

• First, we may individually simplify 2ab and bc:

• 2ab = 2(3)(1/2) = 3 \sbc = (1/2)(1/4) = 1/8

• We can now add these values back into the phrase as follows:

• (3 - 1/8) / (3) = (2ab - bc) / 3ac (3)

• (1/4) = (23/8) / (9/4) = (23/8) * (4/9) = 23/18

• Hence, with a = 3, b = 1/2, and c = 1/4, the value of (2ab - bc) / 3ac is 23/18.

• We must first simplify 2ab and bc by replacing the specified numbers for a, b, and c in order to understand the procedure. The phrase is then further reduced by reintroducing these simpler values. The value of 23/18 is what we end up with. While simplifying the equation, care must be taken with the computations and the sequence of the procedures.

For more questions on Maths

https://brainly.in/question/21636032

#SPJ3