А P В ABCD is a square with an area of 336 square units, and the points P, Q, R and S are midpoints of the sides. |(A) 44 Find the area of the (В) 48 green region (in square (C) 52 units). (D) 56 R

Q: abc and dbf are vertical angels, with m abc=4x and m dbf= 96x-12)

A: Here we find the abc and dbf are vertical angels.

Q: Q5 Find the area of the portion of the surface inside the sphere 2x = y² + 2² x² + y² +2²=4.

A:

Q: What is the perimeter of the triangle? 6a – 3 За 9a + 10

A: Let the triangle be ABCSo,Perimeter of the triangle ABC is=AB+BC+CABy substituting the values, we…

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A:

Q: 02 16 18 23 1/23 23 What is the height of the rectangle? (The entire rectangle, not just the shaded…

A: X~U(a,b)Then pdf will be f(x)=1b−a a< x< b

Q: B ABCD is a square and DEC is a semicircle. 252 The line AF is tangent to the semicircle. |(A) 60…

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Q: The algebra method of FOIL multiplication is illustrated geometrically in the drawing. Use the…

A: The area of the rectangle A=lw  unit2 where l is the length of the rectangle and w is the width of…

Q: ABCD is a rectangle with A located at the point (1, 3) and B located at the point (3, 8). a) Find…

A: Given that: ABCD is a rectangle and the coordinate of A is (1,3) and the coordinate of B is (3,8).…

Q: e.) Complete the table: Triangular | The same as adding the number Each staircase takes up half of…

A:

Q: 7. Approximate (22 + 3) dz using four rectangles and the left endpoint method.

A:

Q: K (x2.V1) (1-Y1)

A: Determine the length of LK

Q: S = 1/2(a +b + c) for a (geometry, semi or half perimeter of a triangle)

A: We have to write the formula for area of triangle.

Q: Find the area of the parallelogram with vertices P,, P,, Pa, P4 1. P =(1,1,2), P, = (1,4,4), P3 (0,…

A: