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Rewrite the equation of the circle in standard form and then enter the value of the radius of the circle. 3×2+3y2-12y-15=0

Bonus: The width of a rectangle is 1m less than twice the length. If the area of the rectangle is 100 m2 what are the dimensions of the rectangle? Setup the quadratic equation then solve using quadratic formula. You will only get one real solution. Use a calculator and round your answer to two decimal places.

Rationalize the denominator and simplify. 6 + 7 i 8 – i

Find the equation of the line that passes through (2,4) and (3,-5).

Given the equation y = – 3 x + 5 Important: Do not enter any extra spaces when entering answers. Enter the slope here: m=[BLANK-1] Enter the y-value of the y-intercept here: y=[BLANK-2]

Solve. 4 x – 1 – 8 = 28 Enter the smallest answer here: x=[BLANK-1] Enter the largest answer here: x=[BLANK-2]

Enter the numeric value of the operation below. Answer is an integer value. 5 – 7 i 5 + 7 i

Match EACH equation with its solution.

Solve and enter the value for x. If necessary round answer to 2 decimals. 5−3(x-4)=2x-3 

For the given circle, enter the requested values. ( x – 3 ) 2 + ( y + 5 ) 2 = 64 Important: Do not enter any extra spaces when entering answers. Enter the x-value of the center of the circle here: x=[BLANK-1] Enter the y-value of the center of the circle here: y=[BLANK-2] Enter the radius of the circle here: r=[BLANK-3]