Step The complete factorization of the second term along with the properties of exponents will allow us to write the second term as a perfect cube. We know that 6 ÷ 3 = so x6 = (x2)3. Express each term as a perfect cube. 27d³64 33d³ - 26 3³d³- = (3d) ³ - (1 ])²)³ 1²

Q: Multiply. Express the result in simplest radical form. 3/5 (V15 – 2/5)

A: 3√5(√15 - 2√5) To express the given expression in simplest radical form

Q: 3. Multiply 3-2i by its conjugate and write your answer in simplest form.

A: The conjugate of the complex number a-bi is a+bi and vice versa.

Q: 4.7i+6.13i+5.6

A: Step 1:given 4.7i+6.13i+5.6 Step 2: Add 4.7i+6.13i You get 4.7i+6.13i=10.83i   Step 3:Now 10.83i +…

Q: √3+√75= √3+√√25.3=

A: Solve the given

Q: What is the conjugate of 3- 2/5?

A: conjugate is where we change the sign in the middle of two terms . So ,conjugate is 3+2√5

Q: (2-2i√3)4 Write the answer in standard form.

A:

Q: Multiply and Simplify (5 + i) (4 - 7i)

A: simplify the expression.

Q: 2 Simplify 7√ 51² - 3v√80 7V 5y

A:

Q: Which equation below contains a trinomial that can be readily rewritten as a perfect square…

A:

Q: Use the laws of exponents to m-4/7)1/4 1) n-9/4 Multiply and simplify. Assur 2) रैजड 3.

A: given

Q: (1 +i)(13 – 4i)(1 - i)

A: We have to simplify the given expression: 1+i13-4i1-i We know that a+ba-b=a2-b2i=-1i2=-1 Where, i is…

Q: simplify. #1.  9^2-1 ___________ 4+6^2-10     #2.  10(19-4^2) _______________ 7+3^2-1

A: