What is expand (3t+1)(1,e^t,tln(t)) ?

The solution to expand (3t+1)(1,e^t,tln(t)) is 3t(1,,e^ttln(t))+1*(1,,e^ttln(t))

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expand (3t+1)(1,e^t,tln(t))

expand

(3 t + 1) (1, e^{t}, t ln (t))

3 t (1,, e^{t} t ln (t)) + 1 \cdot (1,, e^{t} t ln (t))

Solution steps

(3 t + 1) (1, e^{t}, t ln (t))

= (3 t + 1) (1,, e^{t} t ln (t))

Apply the distributive law:

a (b + c) = ab + a c

a = (1, e^{t}, t ln (t)), b = 3 t, c = 1

= (1, e^{t}, t ln (t)) \cdot 3 t + (1, e^{t}, t ln (t)) \cdot 1

= 3 t (1,, e^{t} t ln (t)) + 1 \cdot (1,, e^{t} t ln (t))

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What is expand (3t+1)(1,e^t,tln(t)) ?
The solution to expand (3t+1)(1,e^t,tln(t)) is 3t(1,,e^ttln(t))+1*(1,,e^ttln(t))