Question

Evaluate the expression

3
⋅
5
�
3⋅5
x
when
�
x is 2.

Answer 1

When
`\(x = 2\),`the expression
`\(3 \cdot 5√(3) \cdot 5x\)` simplifies to
`\(150√(3)\)` after substituting
`\(x = 2\)` .

Let's solve
`\(3 \cdot 5√(3) \cdot 5x\)` when
`\(x = 2\)`

Given expression:
`\(3 \cdot 5√(3) \cdot 5x\)` when
`\(x = 2\)`

Substitute
`\(x = 2\)` into the expression:

`\(3 \cdot 5√(3) \cdot 5 \cdot 2\)`

First, multiply
`\(5 \cdot 2 = 10\)`:

`\(3 \cdot 5√(3) \cdot 10\)`

Now, multiply
`\(10\) by \(3 \cdot 5√(3)\)`

`\(10 \cdot 3 \cdot 5√(3) = 150√(3)\)`

Therefore,
`\(3 \cdot 5√(3) \cdot 5x\)` when
`\(x = 2\)` equals
`\(150√(3)\)`.

complete the question

evaluating expressions. Let's evaluate the expression:

`$$3 \cdot 5√(3) \cdot 5x$$`