Let's assume that \/" is the radical sign.
3\/"16
The first thing to do would be to solve for the part under the radical.
\/"16 = 4
Then substitute that into the original problem.
3\/"16
3*4
12 is the final answer.
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(1 over radical three) over three - I assume that's how you are describing it - can be simplified like any division problem involving fractions in the numerator and denominator. To solve the problem, you take the fraction in the denominator (in this case 3 over 1) and invert it (making it 1 over 3) and multiply it by the numerator. You would have (1 over radical 3) times (1 over 3) which would give you 1 over (3 times radical 3)
Simplifying radical expression is simply performing the operations in similar or like terms. This helps eliminate confusion and makes the equation simpler and easier to manage.
The problem doesn't make sense that you just said. You would have to use algebra. Use the inverses to cross out the variables from each side. Use the ones with like terms first. Then simplify. Calculators help with this type of problem.
the radical is the thing that houses the number in the problem of a square root. A radical sign looks like a division house just with a tail on the front of it.
A radical number is a number with a decimal. so a radical expression would be like 5 raised to the 2.5 power.