Write the correct word in the space next to each definition. easy to deceive $\rule{2cm}{0.15mm}$

Prove, using the definition of the limit of a sequence, that $\lim _{n \rightarrow \infty} \frac{1}{n^3}=0$

Write the correct word in the space next to each definition. to eat greedily $\rule{1cm}{0.15mm}$

Write the correct word in the space next to each definition. to give approval $\rule{2cm}{0.15mm}$

Write the correct word in the space next to each definition. imaginary or fake $\rule{2cm}{0.15mm}$

Write the correct word in the space next to each definition. to cook slowly $\rule{1cm}{0.15mm}$

Use the definition of the derivative to show that $D_x\left(\sin x^2\right)=2 x \cos x^2$

Write the correct word in the space next to each definition. very hungry $\rule{1cm}{0.15mm}$

Evaluate the definite integral by the limit definition.

$$\int_1^2\left(x^2+1\right) d x$$

Write the correct word in the space next to each definition. to discourage someone $\rule{2cm}{0.15mm}$

Write the correct word in the space next to each definition. a false belief $\rule{2cm}{0.15mm}$

Look at the sequence below.

$$-3.2,-2.4,-1.6,-0.8, \ldots$$

Write a recursive definition for the sequence.

Write the correct word in the space next to each definition. overused and uninteresting $\rule{2cm}{0.15mm}$

Write the correct word in the space next to each definition. to stare in amazement $\rule{2cm}{0.15mm}$