Draw a line under the word in parentheses that correctly completes each sentence. Eat a (good, well) breakfast every morning.

Identify the part of speech (POS) and the use in the sentence (USE) of the italicized word or words. Be very specific. Mark Twain is one author $\mathit{whom \ I \ have \ read \ extensively}$. POS: _______ USE: _______

Prove that if f is continuous, then $\int_{0}^{x} f(u)(x-u) d u=\int_{0}^{x}\left(\int_{0}^{u} f(t) d t\right) d u$.

Underline the verb in parentheses that best completes each sentence. Many of this year's participants (was, were) in last year's tournament, too.

Show that if bis a positive integer not divisible by the prime p, then $\left(\frac{b}{p}\right)+\left(\frac{2 b}{p}\right)+\left(\frac{3 b}{p}\right)+\cdots+\left(\frac{(p-1) b}{p}\right)=0.$

Complete each sentence by adding who or whom, whichever is correct. Ida Pfeiffer, ______ grew up in a large family with six brothers, was brave and determined from the very beginning.

Underline the verb in parentheses that best completes each sentence. The readership of the Times (leans, lean) toward conservatism.

Draw one line under each compound subject and two lines under each compound predicate. Write C in the blank if the conjunction in parentheses is a coordinating conjunction. Write S if it is a subordinating conjunction. _____ Getting up early (so that) I would be prepared gave me a head start on the others.

Complete each sentence by adding a personal pronoun that agrees with the antecedent. Underline the antecedent. Do you think this robot can do ______ job as well as a person?

) Goniier Ine diagrom balow of on equioteral Mange. $\left( 2 n + \frac { 15 } { 4 } \right) f \left( - \frac { 5 } { \left( 10 n - \frac { 9 } { 4 } \right) f t } \right)$ MOW long /s @acn sce of ne Miangle¥ Jushly your answer,

The same result actually holds for all a and any value of g(a). Hint: Consider F(x)=f(x+g(a)), G(x)=g(x+a) and H(x)=G(x)-g(a).

Complete each sentence by writing the correct present-tense form of the verb indicated. A Nintendo or a CD player _____ his Christmas list. (top)

Completely factor the expression. $(t-1)^{2}-49$

Factor by grouping. $x^{3}-x^{2}+2 x-2$