What is the answer to N(7)=0.2375e^{0.2766(7)} ?

The answer to N(7)=0.2375e^{0.2766(7)} is N=(0.2375e^{1.9362})/7

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N(7)=0.2375e^{0.2766(7)}

N (7) = 0.2375 e^{0.2766 (7)}

N = \frac{0.2375 e ^{1.9362}}{7}

Decimal Notation

N = 0.23520 \dots

Solution steps

N (7) = 0.2375 e^{0.2766 (7)}

Remove parentheses:

(a) = a

N (7) = 0.2375 e^{0.2766 \cdot 7}

Multiply the numbers:

0.2766 \cdot 7 = 1.9362

N (7) = 0.2375 e^{1.9362}

Divide both sides by

7

N = \frac{0.2375 e ^{1.9362}}{7}

\frac{x - 4}{4} + \frac{x}{3} = 6

- 3 x + 2 = 5

6 + \frac{1}{2}

4 ∣ 3 - y ∣ < - 16

What is the answer to N(7)=0.2375e^{0.2766(7)} ?
The answer to N(7)=0.2375e^{0.2766(7)} is N=(0.2375e^{1.9362})/7