Write the expression in simplest form. (√x - √3y)(√x +5√3y)

Q: What is the exact value of tan 14 3 ?

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Q: 2+5 √x =12

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Q: 6dx S: ³√x² x-

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Q: Perform the indicated operations and write the result in standard form. (2 - √-3)2

A: Given 2-32∵-3 =3 i   ∵i=-1

Q: Multiply. (x + 12)2 (x+ 12)? = (Simplify your answer.)

A:

Q: √25(a-b)²c

A: 25(a-b)2 = c25(a-b)2 = c225(a-b)2 - c2 = 0[5(a-b)]2 - c2 = 0 Using a2 - b2  = (a-b)(a+b)

Q: Simlify (x2y2)2

A: we use  (am)n=amn

Q: The product of   √4 and ¼ is

A:

Q: Perform the indicated operation.Simplify the result 4/ t+1 - (4t-7/ t2+7t+6 + 6/ t+6)

A: Given, 4/ t+1 - (4t-7/ t2+7t+6 + 6/ t+6) Opening the small bracket by multiplying the -1 4/t+1 - 4t…

Q: Write the conjugate of √a +3

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Q: The coefficient of x in the expression 3x+4y +5z.

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Q: Write √3e3/4 in the form x + iy.

A: and

Q: x²dx 3. (2 +3x)²/3

A: To integrate: ∫x22+3x23dx

Q: Multiply. (5x - 7)(5x +7) (5x - 7)(5x + 7) = (Simplify your ansv

A:

Q: (√-32 )(√-2 )

A: To simplify the given expression.

Q: (6x-5)+10=3

A:

Q: Simplify √(45x2).

A: Given: 45x2 To find: The simplified form of the 45x2.

Q: Multiply and simplify. (8+√√3)(5+ √√2)

A: We have to multiply and simplify the given expression,8+35+2

Q: Simplify each expression. Write your final answer without ne (a) ✓ 200 √√32 6√2 (b) (2a³b³) (3ab²)²…

A: We will find the required.

Q: fix√x²+2x+5dx

A: To evaluate the following integral. ∫13xx2+2x+5 dx