Question A candy manufacturer is interested in the distribution of colors in each of its packages of hard-shell candy sold. What should the researchers do first? Select the correct answer below: Write a question about the distribution of colors in each package. Choose a random sample of candy packages to analyze. Make conclusions about the distribution of the colors. Make conclusions about the colors most people want.

What is the measure of the central angle of a circle with radius 30 centimeters that intercepts an $18\pi $ centimeters arc? Enter your answer in the box. $\square ^{\circ }$

$\int _{1}^{41}t\sqrt {16+33t}dt=\square $

5. Which of the following expressions is equivalent to $x^{2}-x-30$ A $(x+3)(x-10)$ B. . $(x+6)(x-5)$ C. . $(x-6)(x+5)$ D. $(x-15)(x-15)$

What is the solution to $x-9\gt -15$ 7 $x\lt -24$ $x\lt -6$ $x\gt -6$ $x\gt -24$

Find the product and simplify. $(3c-5)^{2}=\square $

Simplify. $(7xz^{3})^{2}$ Write your answer without parentheses. $\square $

Perform the operation Write the result in standard form. $(-3y+y^{2}-8+5y^{3})+(7y^{2}+4y-2y^{3})$ Enter the correct expressions or values in the boxes to complete the solution process. $(-3y+y^{2}-8+5y^{3})+(7y^{2}+4y-2y^{3})$ The given expression $(\square -8)+(\square +4y)$ Enter the two polynomials in standard form. $(\square -2y^{3})+(\square +7y^{2})+(\square +4y)-8$ Combine like terms. $(\square -2)y^{3}+(\square +7)y^{2}+(\square +4)y-8$ Apply the Distributive Property. $\square $ Enter the simplified result in standard form.

Solve the equation for C. $2-b=log(9c+5)$ $C=$ $\square $

If A is $(0,3)$ and $A'$ is $(0,33)$ , what is the scale factor? $1/3$ 11

Fill in the blank. A statement of the form "expression =expr is called a(n) __ A statement of the form "expression =expr is called a(n) $\square $