What is the answer to 4^{97}-4^{96}+4^{95}=k+4^{95} ?

The answer to 4^{97}-4^{96}+4^{95}=k+4^{95} is k=4^{97}-4^{96}

Solve for k: 4^{97}-4^{96}+4^{95}=k+4^{95}

The solution is k=4^{97}-4^{96}

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4^{97} - 4^{96} + 4^{95} = k + 4^{95}

k = 4^{97} - 4^{96}

Decimal Notation

k = 1.88313 E 58

Solution steps

4^{97} - 4^{96} + 4^{95} = k + 4^{95}

Subtract

4^{95}

from both sides

4^{97} - 4^{96} + 4^{95} - 4^{95} = k + 4^{95} - 4^{95}

Simplify

4^{97} - 4^{96} = k

Switch sides

k = 4^{97} - 4^{96}

\frac{p}{3} + \frac{p}{4} = 55 - (\frac{( p + 4 n )}{5})

x, 3 x + y - z = 3

42 x - 17 (- 3) - 27 x = 5 x + 11

2 p + 9 = 3

136 - 175 = 59 + 10 x

What is the answer to 4^{97}-4^{96}+4^{95}=k+4^{95} ?
The answer to 4^{97}-4^{96}+4^{95}=k+4^{95} is k=4^{97}-4^{96}
Solve for k: 4^{97}-4^{96}+4^{95}=k+4^{95}
The solution is k=4^{97}-4^{96}