Maths-

General

Easy

Question

# Simplify by combining similar terms:

Hint:

### Make the terms similar and then add.

## The correct answer is: common term

### Complete step by step solution:

Here we can write, and

This can be written as

So,

Taking common term outside, we have

### Related Questions to study

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### Evaluate

### Evaluate

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### Simplify 4√12+5√27 - 3√75 +√300

### Simplify 4√12+5√27 - 3√75 +√300

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### Simplify √45 - 3√20 +4√5

### Simplify √45 - 3√20 +4√5

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### Arrange in ascending order of magnitude and

### Arrange in ascending order of magnitude and

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### The Diagonals of a square ABCD meet at O. Prove that

### The Diagonals of a square ABCD meet at O. Prove that

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### △ PQR is a right triangle with ∠Q=90^{∘} M is the midpoint of QR. Prove that

### △ PQR is a right triangle with ∠Q=90^{∘} M is the midpoint of QR. Prove that

Maths-General

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### In Triangle . Prove that

### In Triangle . Prove that

Maths-General

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### In and prove that

### In and prove that

Maths-General

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### In the figure,then find the value of x and y.

### In the figure,then find the value of x and y.

Maths-General

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### Arrange in descending order of magnitude and

### Arrange in descending order of magnitude and

Maths-General

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### In △ABC, AD⊥BC Also, Prove that

### In △ABC, AD⊥BC Also, Prove that

Maths-General

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### In the figure, AD is a median to BC in and . and DE =

### In the figure, AD is a median to BC in and . and DE =

Maths-General

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Maths-General

Maths-

Maths-General

Maths-

### The Quadrilateral PQRS has angles at S,Q right angles and the diagonals PR, QS are perpendicular. Prove that SR = QR.

### The Quadrilateral PQRS has angles at S,Q right angles and the diagonals PR, QS are perpendicular. Prove that SR = QR.

Maths-General