Find the area of the triangle. a b C 18.2 17.1 12.3 Round your answer to the nearest tenth.
The sum of three consecutive integers is 264. Find the integers. The integers are square (Use a comma to separate answers.)
4. int _(0)^pi /4cos(x)sqrt (2-sqrt (2)sin(x))dx
Subtract. State the difference in simplest form. (x^2)/(x-6)-(36)/(x-6) xneq 6 x+6 (x-6)/(2) (x+6)/(2) x-6
Solve for b. 1=(b-6)/(3) b= square
2. -8+(-3) 3. 7-(-5) __ __ 5. -14.2+15.8 6. -(1)/(5)+2(2)/(5) __ __ __ 3. 1.8+(-2.1) 9. -(1)/(3)+(-4(1)/(2)) __ __ __ 11. -3.5-11.6 12. 2.54-5.54 __ __ __ 14. 2-5(2)/(5) 15. 5.9-(-3.6) __ __ __ of the reservoir in Purcellville, Virginia was
For each angle below determine the quadrant in which the terminal side of the angle is found and find the corresponding reference angle hat (Theta ). a. Theta =(8pi )/(3) is found in quadrant QII square land hat (Theta )=-(1)/(2) b. Theta =(11pi )/(4) is found in quadrant[ square v and hat (Theta )=square C. Theta =-(pi )/(6) is found in quadrant square and hat (Theta )=square
How much is 76 divided by 6? 12 12 R3 12 R4 12 R5
Find the product. ((-2)/(9)p+(5)/(3)q)((7)/(9)p-(7)/(2)q)
Simplify the following square root expression. (sqrt (-128))(sqrt (-2))
Claire earned $\$ 540$ last summer babysitting . She put the money in a savings account earning $2.5\% $ simple interest. How much interest will she earn in 6 months?
What is this fraction as a mixed number? $\frac {10}{7}$ $\frac {3}{10}$ $\frac {7}{10}$ $1\frac {3}{7}$ $3\frac {1}{7}$
Factor the trinomial of the form $x^{2}+bxy+cy^{2}$ $x^{2}+10xy+16y^{2}=\square $
$-\frac {6}{3}-- \frac {1}{3}-- \frac {4}{3}$
33. True or False. a. The value of $-x3-4x2+7$ is $-2$ when $x=-3$
Find the slope of the line. $2x+y=-6$ $m=2$ $m=-\frac {1}{3}$ $m=-2$ $m=-\frac {1}{2}$
Find the slope of given points $A(-2,5)$ and $B(4,-7)$ $Slope\quad AB=\square $
Solve the system of equations. 19) $y=4x-9$
Express in simplest form: $\frac {x^{2}+3x-28}{x^{2}-16}\div \frac {3x-6}{x^{2}+2x-8}$ (1 point) The simplest form is $\square $
Write the polynomial expression in simplest form: $\frac {5x-20}{x^{2}-9}\cdot \frac {x^{2}+12x+27}{x^{2}+2x-24}$ (1 point) The simplified form is $\square $ (Keep answer in factored form.) What are the restrictions on the variable? $\square $ (Type only the numbers and separate your answers with commas, if needed.)
