find the slope of the perpendicular line whose equation is 3x-3y=18 fully reduce answer
find the slope of the perpendicular line whose equation is 3x-3y=18 fully reduce answer
Triangle ABC: side AB: not given. Side BC: x+10. Side AC: 2x+4. Angles: Angle A is greater than Angle B. What are the restrictions on x?
Find the measure of <1, <2, and <3. Show your work for solving for x and finding each angle measure clearly. Describe any angle relationships you use along the way.
i don't understand how to do this
You are cutting a four inch cube of chocolate wrapped in foil into one inch cubes. How many cubes are there? How many strokes of the knife will there be? How many cubes will have foil on three sides...
measurement of angle 1 = 4x and measurement of angle 2 = 6x +5. find each measure
2.00cm cube of steel is placed in a surface grinding machine, and the vertical feed is set so that 0.1mm of metal is removed from the top of the cube at each cut. How many cuts are needed to reduce...
ratio of the area of a circle to its circumference, A/C, is 25/1. what is its circumference?
QR is congruent to ST QS= 5X+17 RT= 10- 2X RS= 3 Actual question: 4. Find QS Find QT
my teacher worded this problem really weird and left a of typos and I can't figure out how to do this help please
thanks I'm confused.
I really need help knowing how to solve these types of problems.
Since V is the midpoint of segment RT, segment RV is congruent to segment TV by the _______________. Segment VS is congruent to segment VS by the _____________ and segment RS is congruent to segment...
Prove: triangle PRT is congruent to triangle DEF. Must be a flow proof with five justified reasons.
It must be a flow proof with five justified reasons.
All intersecting planes form right angles
Jack looks at a clock tower from a distance and determines that the angle of elevation of the top of the tower is 40°. John, who is standing 20 meters from Jack as shown in the diagram, determines...
y-27/4=-1/4x 2y=8x+18
Equation is y=3x+7 Slope:? Y-intercept:? The lines are? Why? (Need answer ,I don't understand)
A semicircle is cut out of a rectangular paperboard 22in long and 17in wide, as shown below. What is the perimeter of the paperboard that remains after the semicircle is removed...