Unscramble the following phrases. Be sure to capitalize the first word of the sentence and add punctuation when necessary.

il / quel age / a $\rule{1cm}{1pt}$ $\rule{1cm}{1pt}$ $\rule{1cm}{1pt}$

The rule for negative exponents states that $a^{-n}=\frac{1}{a^{n}}$. Explain why this rule does not apply when a=0.

Refer to the question.

What is the dimension of distance (H)?

$\rule{1cm}{0.4pt}$inches $\rule{1cm}{0.4pt}$ $\mathrm{mm}$

Use the Exponential Rule or the Log Rule to find the indefinite integral. $\int 4 e^{4 x} d x$

(a) Name the hormone responsible for triggering the onset of labor:

$$\rule{10cm}{1pt}$$

(b) Describe two other factors that might influence the timing of labor onset:

$$\rule{10cm}{1pt}$$

$$\rule{10cm}{1pt}$$

Using the Chain Rule, show that the Power Rule $(d / d x) x^{n}=n x^{n-1}$ holds for the functions $x^{n}.$ $x^{1 / 4}=\sqrt{\sqrt{x}}$

Name the coordinates of each reflection.

Point $B$ across the $y$-axis

New point:($\rule{1cm}{1pt}$,$\rule{1cm}{1pt}$)

If $g$ is differentiable, the Reciprocal Rule says that

$$\frac{d}{d x}\left[\frac{1}{g(x)}\right]=-\frac{g^{\prime}(x)}{[g(x)]^2}$$

Use the Quotient Rule to prove the Reciprocal Rule.

Refer to the question.

What is the included angle of a metric screw thread form?

$$\rule{1cm}{0.4pt}$$

$$\rule{1cm}{0.4pt}$$

Describe the physiological effect of each of the following constituents of tobacco smoke when inhaled:

(a) Tar: $\rule{10cm}{1pt}$

(b) Nicotine: $\rule{10cm}{1pt}$

(c) Carbon monoxide: $\rule{10cm}{1pt}$

Refer to the question.

Where is the depth of filling placed on the slot welding symbol?

$$\rule{1cm}{0.4pt}$$

$$\rule{1cm}{0.4pt}$$

Under normal drinking conditions, alcohol concentration in the blood peaks in $\rule{1cm}{1pt}$ to $\rule{1cm}{1pt}$ minutes.

Unscramble the following phrases. Be sure to capitalize the first word of the sentence and add punctuation when necessary.

vous / comment / allez- $\rule{1cm}{1pt}$ $\rule{1cm}{1pt}$ $\rule{1cm}{1pt}$

Read again the two rules given. Explain why Rule 2 is a special case of Rule 1.