Given that the reciprocal of a is 2 / 2, the opposite of root 3 is B, and C is the arithmetic square root of 6. Find the value of AC + ABC of C + AB + 3 times of radical

Given that the reciprocal of a is 2 / 2, the opposite of root 3 is B, and C is the arithmetic square root of 6. Find the value of AC + ABC of C + AB + 3 times of radical

If the reciprocal of a is 2 / 2, then a = √ 2; if the opposite number of root 3 is B, then B = - √ 3; if C is the arithmetic square root of 6, then C = √ 6
c+ab+√3ac+abc
=√6+√2×（-√3）+√3×√2×√6+√2×（-√3）×√6
=√6-√6+6-6
=0

On the contrary, let CD + B be the reciprocal of a and B

It is known that AB is opposite to each other
Then: a + B = 0,
Then: (a-b) (a + b) / a = 0
CD is reciprocal to each other
Then CD = 1
Then: root CD = 1
Then: (a-b) (a + b) / A + B + B - radical CD
=0 + B-1
=Party B-1

If a plus B and a minus B are reciprocal, then

If a plus B and a minus B are reciprocal, then
√a+√b=1/(√a-√b)
Then A-B = 1
That is, a = B + 1
It's not difficult

What is the reciprocal of root 6? There are also radical 7, root 27, 46, 5

The reciprocal of root 6 is
1/√6=(√6)/6

The reciprocal of root 3 minus root 2 is

Root 3 minus reciprocal of root 2
=1/(√3-√2）
=(√3+√2）/(√3-√2）(√3+√2）
=(√3+√2）/3-2
=√3+√2

It is known that the absolute value of A-1 is its opposite number, and the absolute value of a + 1 is itself. Simplify 2 times the absolute value of (a square-6a + 9) root sign ending + 2A + 3

The absolute value of A-1 is its opposite
So a-1-1
So - 1

It is known that a is the opposite number of 1-radical 3, and the absolute value of B is equal to root 3. Find the value of a + B

a=√3-1
b=±√3
So a + B = √ 3-1 - √ 3 = - 1
Or a + B = √ 3-1 + √ 3 = 2 √ 3-1

How to add (minus 1) to the power of 2011, the zero power of multiplication (subtraction 3), the third power of root 27, and the minus 2 power of (1 / 2)

=(3-1)x1-3+4=3

Calculate the third power of 26-1 of 27 under the root sign

The original formula = 18 - 8 = 32 - 22 = 2

Calculate (1 divided by 3) - 1 power - 1 + (- root 2) square × 1 / 16 root sign + 1 / 27 root sign

(1 divided by 3) - 1 power - 1 + (- root 2) square × 1 / 16 root sign + 1 / 27 root sign
=3-1+2×¼+√3／3
=2.5+√3／3