Question

4а²+4а+1 и х²-6xt+9t² представьте в виде произведения

Answer 1

(2a+1)²*(x-3t)²
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Answer 2

I can help you with your math problem. To present 4a²+4a+1 and x²-6xt+9t² in the form of a product, you need to use the formula for the square of a binomial: (a+b)²=a²+2ab+b². Applying this formula, we get:

4a²+4a+1=(2a)²+2(2a)(1)+(1)²=(2a+1)²

x²-6xt+9t²=(x)²-2(x)(3t)+(3t)²=(x-3t)²

So, the final answer is:

4a²+4a+1=(2a+1)²

x²-6xt+9t²=(x-3t)²

I hope this helps. You can also use online calculators to check your answers or get more detailed explanations. Here are some links that might be useful:

- [Mathway | Решение задач по алгебре](https://www.mathway.com/ru/Algebra) - [Калькулятор Уравнений - Symbolab](https://ru.symbolab.com/solver/equation-calculator) - [4а²+4а+1 и х²-6xt+9t² представьте в виде произведения](https://online-otvet.ru/matematika/5ceab24296f4e19a297eff8d)