Question

$(x + 3)(x + 17)$
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Answer 1

Answer:

$(x + 3)(x + 17) \\ \\( x - x) \\ \\ (17 - 3) \\ = 14$

Step-by-step explanation:

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Answer 2

Given that, $\sf{(x+3)(x+17)}$

We need to: Multiply it

$\underline{\pmb{\sf{According\:to\:your\:Question:}}}$

Let us multiply $\bf{(x+17)}$ with $\bf{x\:and\:3}$

$\sf{(x+3)(x+17)}\\\\:\implies\sf{x(x+17)+3(x+17)}\\\\:\implies\sf{x^2+17x+3x+51}\\\\:\implies\boxed{\pink{\frak{x^2+20x+51}}}$

Hence, The answer for your question is $\sf{x^2+20x+51}$

Note: Still if you can't understand the concept, see this:

$\sf{(x+3)(x+17)}$

• When x gets multiplied with (x+17), we will get x²+17x

• When 3 gets multiplied with(x+17), we will get 3x+51

So, on adding these two conditions, you will get the answer:

• x²+17x+3x+21

• x²+20x+51