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please explain how to solve this problem. thank you.

please explain the process for solving this problem. thank you.

The monthly cost (in dollars) of a long-distance phone plan is a linear function of the total calling time (in minutes). The monthly cost for 43 minutes of calls is $14.12 and...

There is a diagrams of square inside a square with a giant x right through the middle that extends for infinity .

You are standing on a coordinate grid at A(1,2). You are able to see a line using a light at specific slope values. What coordinates would you hit at each of the slope values given. slope...

Triangle ABC has vertices A(4, 3) , B(2, 3) , and C(5, 1) . A dilation with a scale factor of 5 and center at the origin is applied to this triangle. What are the coordinates of C′C′ in the...

A curve has equation y=(x2+1)4+2(x2+1)3. Show that dy/dx=4x(x2+1)2 (2x2+5) and hence show that the curve has one stationary (critical) point. State the coordinates of the stationary...

Math problem year 10, geomatry coordinates

Find the orthocenter of triangle ABC if A=(0,0) B=(4,0) C=(4,2) I've tried this problem on my own several times, and being homeschooled I'm a bit short on help. The zeros...

find the coordinate of the midpoint of the line segment (-3,-2) and (4,-9)

E (-2,3) F (0,4) G (2,3) Rhombus EFGH has the coordinates shown. Find the coordinates of point H.

A(6,7) M(10,-7)

If you have the points (-2,4) (0,4) (2,0) (2,-2) (0,2) (-2,2), how can you find the perimeter? I've been on this for hours now and nothing on the internet seems to understand it.

Points D, E, and F are on a line. The coordinate of D is -3, the coordinate of E is 1, and the coordinate of F is 9. Line AB intersects line segment EF at C. If line AB is a bisector of EF, what is...

Quadrilateral ABCD: the point A is (−1, −1), the point B is (3, 6) and the point C is (9, 4). D is unknown but below the x axis. The diagonals...

R(2,6) M(-1,1)

W(3, -12) M(2, -1)

a thick walled pipe of initial length l, initial inner radius ri, and initial outer radius ro is stretched axially by Δl. It is also twisted about its centerline so thats its end faces are rotationally...

a thick walled pipe of initial length l, initial inner radius ri, and initial outer radius ro is stretched axially by Δl. It is also twisted about its centerline so thats its end faces are rotationally...

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