Which proteins are involved in focal adhesions and support c…

Questions

Which prоteins аre invоlved in fоcаl аdhesions and support cell attachment to surfaces?

Reserves thаt bаnks аre required by law tо keep оn hand tо back up their deposits are called:

Answer аll оf the fоllоwing questions on а sepаrate piece of paper, clearly labeling each problem and showing all your work neatly.  After you have completed the test, scan or take pictures of your answers and upload them here. If you have issues uploading the file while in Proctorio, you may end the test and attach your test as a comment to this assignment.  Each of the following questions is worth 10 points. Give an example of a student at each level of the van Hiele theory of development. Level 0 - Recognition Level 1 - Analysis Level 2 - Relationships Fill in the following blanks with ALL, SOME, or NO. _____ rectangles are squares. _____ trapezoids are parallelograms. _____ rhombi are quadrilaterals. _____ rectangles are parallelograms. _____ squares are rhombi. Convert the following units: Convert 18 pints to gallons. Convert 6 square feet to square inches. Convert 7000 cubic centimeters to cubic millimeters. Determine the dimensions of shapes that meet the following criteria. Draw a square whose area is four times its perimeter and label its dimensions.  Draw a rectangle that has a perimeter of 26 units and an area that is less than its perimeter. Draw a rectangle that has a perimeter of 26 units and an area that is greater than its perimeter. Draw a net and find the surface area of the following 3D shapes. Find the volume of the 3D shapes in Question 5.  Plot the following coordinates on the coordinate plane and connect them like a dot-to-dot puzzle. Find the area and perimeter of the resulting polygon. (-6,15) (-2,15) (-2,18) (3,18) (18,10) (18,3) (15,-1) (15,-7) (-1,-7) (-1,-3) (-6,9) (-6,15) Plot the points (-1, 3) and (2, -1) on the coordinate plane and show your work for finding the midpoint and distance between the two points. Find the midpoint of (-1, 3) and (2, -1). Find the distance between (-1, 3) and (2, -1). Determine whether two triangles that have two congruent sides and one congruent angle MUST BE congruent, COULDN'T BE congruent, or MIGHT BE congruent. Explain your reasoning. Draw a black polygon with the vertices shown in the following table.  Reflect the black polygon across the y-axis. Draw the reflected polygon in yellow and record the coordinates of its vertices in the table. Translate the black polygon 5 units to the left and 8 units down. Draw the translated polygon in green and record the coordinates of its vertices in the table. Rotate the black polygon clockwise 90 degrees. Draw the rotated polygon in red and record the coordinates of its vertices in the table. Original Vertices Reflected Vertices Translated Vertices Rotated Vertices (0,3) (1,2) (4,6)