In the following sentence, circle the subject of the underlined verb. Then, if the verb does not agree in number with its subject, write the correct form of the verb above the incorrect form. If the verb is already correct, write C above it.

Has Julie told everyone what time the movie $\underline{\text{begins}}$?

Find the minimum and maximum values of the function subject to the given constraint.

$$f ( x , y , z ) = x ^ { 2 } + y ^ { 2 } + z ^ { 2 },$$

x + 3y + 2z = 36

Underline the form of the verb that agrees with the subject.
Anyone who (excavates, excavate) a dinosaur has many stories to tell.

Maximize

$$z=f_1(x)=7x_1+14x_2$$

subject to

$$0≤x_≤6, 0≤x_2≤3, 7x_1+14x_2≤84.$$

What subject pronouns would you use to talk about these people? Felipe y yo

In each of the following sentences, underline the parts of the compound subject. The radius of this circle and the height of that rectangle should be equal.

Write $U$ beside each sentence that has you as its understood subject. Write $I$ beside each sentence that is in inverted order. If the sentence is in inverted order, draw one line under the subject and two lines under each simple predicate.

Over the outfield wall sailed the ball.

Decide whether the words in each of the following pairs are antonyms or synonyms. Then, explain your reasoning.

subject to, prone

Use the clue to complete the crossword puzzle. The answer consists of the vocabulary word.

Across 5. sticks to the subject

Draw two lines under the verb in parentheses that agrees with the subject.

Here (begins, begin) a fascinating story.

Identify the subject, and determine its number. Then, choose the correct verb. Marilyn or her brother (is/are) going to die.

If you were the subject of the flyer given, how would you feel? How might you respond to it ?

Draw two lines under the verb in parentheses that agrees with the subject.

There (lies, lie) Julia's prize rosebush.

Find the minimum and maximum values of the function subject to the given constraint.

$$f ( x , y ) = x ^ { 2 } + y ^ { 2 } , \quad x ^ { 4 } + y ^ { 4 } = 1$$