Choose a formula to express the given relation. The area A of a rhombus is one-half the product of the product of the diagonals p and q. A = bh A = 1/2bh A = 1/2[x] A = 1/2h(a + b) A = h(a + b) The area A of a trapezoid is the product of one-half the height h and the sum of the bases a and b. A = bh A = 1/2bh A = 1/2[x] A = 1/2h(a + b) A = h(a + b) The volume V of a sphere is the product of four-thirds pi and the cube of the radius r. V = S3 V = lwh V = 1/3 pi r2h V = pir2h V = 4/2 pi r3 The volume V of a cone is one-third the product of pi, the square of the radius r, and the height h. V = S3 V = lwh V = 1/3 pi r2h V = pi r2h V = 4/3pr3
Show transcribed image textChoose a formula to express the given relation. The area A of a rhombus is one-half the product of the product of the diagonals p and q. A = bh A = 1/2bh A = 1/2[x] A = 1/2h(a + b) A = h(a + b) The area A of a trapezoid is the product of one-half the height h and the sum of the bases a and b. A = bh A = 1/2bh A = 1/2[x] A = 1/2h(a + b) A = h(a + b) The volume V of a sphere is the product of four-thirds pi and the cube of the radius r. V = S3 V = lwh V = 1/3 pi r2h V = pir2h V = 4/2 pi r3 The volume V of a cone is one-third the product of pi, the square of the radius r, and the height h. V = S3 V = lwh V = 1/3 pi r2h V = pi r2h V = 4/3pr3