Find x in the following expression- 169- 164- 163-16x

The correct option is D 8 (16)^9 ÷ (16)^4 × (16)^3 = (16)^x = (16)^9 4 × (16)^3 = (16)^x = (16)^5 × (16)^3 = (16)^x = (16)^5 ...

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Order of Operations

Find x in t...

Question

Find $x$ in the following expression.
$(16)^{9} \div (16)^{4} \times (16)^{3} = (16)^{x}$

6.75

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8

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10

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12

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Find the number of entries below the 169

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\sqrt{1 - \frac{x}{169}} = \frac{12}{13}

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f (x)

f^{'} (x)

f (x) (\frac{2 \sqrt{x} + 3 \sqrt[4]{x}}{\sqrt{16 x} + 12 \sqrt[4]{x} + 9} - \frac{\sqrt[4]{x} - 3}{2 \sqrt[4]{x} + 3}) ({2.3}^{l o g_{0.2 x}} + 3)

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