(a) Describe the primary function of a flower. (b) Describe two ways in which different plants carry out this function,

Compare the functions of the stem and the root in plants

Write in factored form by factoring out the greatest common factor. 19p^2y + 38p^2y^3

You can move a constant across the integral sign, but can you do the same with a variable? Find out by carrying out the following steps:

a. Find $\int x \cdot x d x$ by evaluating $\int x^2 d x$.

b. Find $x \cdot \int x d x$.

c. Do the answers for parts (a) and (b) agree?

Find the number of different ways that 2 out of 12 students can volunteer to organize a class party.

Solve the given problems by finding the appropriate derivatives.

Find the derivative of $y=\frac{x^2(1-2x)}{3x-7}$ in each of the following two ways. $(1)$ Do not multiply out the numerator before finding the derivative. $(2)$ Multiply out the numerator before finding the derivative. Compare the results.

Solve the equation. Write all proposed solutions. Cross out those that are extraneous.

$$\sqrt { 9 - a } - a = 3$$

Solve the equation. Write all proposed solutions. Cross out those that are extraneous.

$$\sqrt { - x + 2 } + 2 = x$$

While carrying out an investigation, a scientist observes some unexpected results. What are the scientist's next steps?

Factor out the GCF from each polynomial. a. x³ + 5x² - 22x b.

$$-16y^6 + 28y^4 - 20y³$$

Explain how the musculoskeletal system carries out each of the following functions: (a) support (b) protection (c) movement

Write out in words how to say each of the following:

$$( f \circ g ) ( 2 ) \quad g ( f ( - 8 ) )$$

Why do most scientists follow a set order of steps when carrying out a scientific investigation?

Why is covering the brake with your foot important when you're backing out of any parking space?