Question

# Find the first four terms of the expansion .

Hint:

### Using the binomial expansion solve the question.

## The correct answer is:

### STEP BY STEP SOLUTION

### Related Questions to study

### Expand using the binomial theorem.

### Expand using the binomial theorem.

Use polynomial identities to factor each polynomial

Use polynomial identities to factor each polynomial

Determine the independent term of x^{7} in the expansion of (3x^{2} + 4)^{12}.

Determine the independent term of x^{7} in the expansion of (3x^{2} + 4)^{12}.

What do we get after factorizing x^{3}+ 8y^{3}+ z^{3} – 4xyz?

What do we get after factorizing x^{3}+ 8y^{3}+ z^{3} – 4xyz?

### Which term will be the middle term of (xyz – x)^{2n}?

### Which term will be the middle term of (xyz – x)^{2n}?

### What do we get after factorizing x^{2 }+ 6x - 27?

### What do we get after factorizing x^{2 }+ 6x - 27?

### Find the value of *k* if x - 3 is a factor of 5x^{3 }- 2x^{2 }+ x + k.

### Find the value of *k* if x - 3 is a factor of 5x^{3 }- 2x^{2 }+ x + k.

### What is the value of *n*, if the coefficients of the second term of (x – y)^{3} is equal to the third term of the expansion (x + y)^{n}?

### What is the value of *n*, if the coefficients of the second term of (x – y)^{3} is equal to the third term of the expansion (x + y)^{n}?

Find the 7^{th} term.

Find the 7^{th} term.

### The degree of the polynomial 8 is ___________.

### The degree of the polynomial 8 is ___________.

Expand.

Expand.

### Find the 4^{th} term of the binomial expansion of .

### Find the 4^{th} term of the binomial expansion of .

### The polynomial which has only one term is called ___________.

### The polynomial which has only one term is called ___________.

Find the 4^{th} term.

Find the 4^{th} term.

The polynomial which has two terms is called ___________.

The polynomial which has two terms is called ___________.