What is factor 3\H(t)-3\H(t-a) ?

The solution to factor 3\H(t)-3\H(t-a) is 3(\H(t)-\H(t-a))

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factor 3\H(t)-3\H(t-a)

factor

3 H (t) - 3 H (t - a)

3 (H (t) - H (t - a))

Solution steps

3 H (t) - 3 H (t - a)

Factor out common term

3

= 3 (H (t) - H (t - a))

3 6^{2018} + 3 6^{2019}

(- 67.4) + (+ 51.3 p)

l (e^{4} t cos (t))

e^{34704} + e^{3555} \cdot 7

9^{2} - 30 x + 25

What is factor 3\H(t)-3\H(t-a) ?
The solution to factor 3\H(t)-3\H(t-a) is 3(\H(t)-\H(t-a))