What is the answer to 304.8=A*e^{3.763*0.7238}-A ?

The answer to 304.8=A*e^{3.763*0.7238}-A is A=(304.8)/(e^{2.7236594)-1}

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304.8=Ae^{3.7630.7238}-A

304.8 = A \cdot e^{3.763 \cdot 0.7238} - A

A = \frac{304.8}{e ^{2.7236594} - 1}

Decimal Notation

A = 21.41054 \dots

Solution steps

304.8 = A e^{3.763 \cdot 0.7238} - A

Switch sides

A e^{3.763 \cdot 0.7238} - A = 304.8

Multiply the numbers:

3.763 \cdot 0.7238 = 2.7236594

e^{2.7236594} A - A = 304.8

Factor

e^{2.7236594} A - A : (e^{2.7236594} - 1) A

(e^{2.7236594} - 1) A = 304.8

Divide both sides by

e^{2.7236594} - 1

A = \frac{304.8}{e ^{2.7236594} - 1}

4 x^{2} - 8 x y - 140 y^{2}

4 n < - 58

x y + 9 y - 4 x - 36

- \frac{1}{4} - \frac{1}{8}

∣ x + 8 ∣ = 3

What is the answer to 304.8=A*e^{3.763*0.7238}-A ?
The answer to 304.8=A*e^{3.763*0.7238}-A is A=(304.8)/(e^{2.7236594)-1}