What is factor 8\delta(x-4pi)+2\H(x)-2\H(x-14) ?

The solution to factor 8\delta(x-4pi)+2\H(x)-2\H(x-14) is 2(4\delta(x-4pi)+\H(x)-\H(-14+x))

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factor 8\delta(x-4pi)+2\H(x)-2\H(x-14)

factor

8 δ (x - 4 π) + 2 H (x) - 2 H (x - 14)

2 (4 δ (x - 4 π) + H (x) - H (- 14 + x))

Solution steps

8 δ (x - 4 π) + 2 H (x) - 2 H (x - 14)

Rewrite as

= 2 \cdot 4 δ (x - 4 π) + 2 H (x) - 2 H (- 14 + x)

Factor out common term

2

= 2 (4 δ (x - 4 π) + H (x) - H (- 14 + x))

(2 - x - 2)^{2}

(1 - c e^{t})^{2}

(1 + x) e^{(1 - x)}

\frac{3}{4} x^{3}

cos (4 t) - cos (4 t) U (t - π)

What is factor 8\delta(x-4pi)+2\H(x)-2\H(x-14) ?
The solution to factor 8\delta(x-4pi)+2\H(x)-2\H(x-14) is 2(4\delta(x-4pi)+\H(x)-\H(-14+x))