8) 4 Complete the square to transform the quadratic equation into the form (x - p)2-q. x2-12x-5=7 A)(x-36)2-9 B) (x 6)2-48 (x 36)2 -9 D) x-6)2 - 48 D)
Fill in the blank. To complete the square of x2-17x, add__ To complete the square of x-17x, add (Type an integer or a simplified fraction.)
A chi-square statistic (x) from a 4 x 3 two-way (contingency) table is 16.93529. Determine the upper and lower limits for the range of P-values with this chi-square table. Please use the number of decimal places shown in the table. If the value of is too large to be in the table, use 0 for the lower limit. If the value of x is too small to be in the table, use 1 for the upper limit. lower limit: upper...
Complete the following punett square problems. Show punett square and all work for credit. 4. The lubber grasshopper is a very large grasshopper, and is black with red and yellow stripes. Assume that red stripes are expressed from the homozygous RR genotype, yellow stripes from the homozygous ir genotype, and both from the heterozygous genotype (Rr). What will be the phenotypic ratio of the offspring resulting from a cross of two grasshoppers, both with red and yellow stripes? 55. In...
Solve x. 5 ^ ((x-1)/3) = 3 square root 5
please show all work so i can understand Write f(x)=ln((x^2 square root(x-4)/(x+1)^3)) in terms of lnx, ln(x+1), and ln(x-4). Then find f '(x).
a box with a square base
.6 4. Compute x + 3x4 + 2x3 + 1 -da. 24 일 5. Let F(x) = tet-2+tº +1 dt, find F'(2). tt +3 0 -. A box with a square base and open top must have a volume of 500 cm. Find the dimensions of the box which minimize the amount of material to be used. 2. Draw the graph of f(x) = x ln(1x) - (x - 4) In(x - 41).
Let f(x) = √ (x + 3) (x+3 is all under the square root), g(x) = 1/x−1 . Find f/g and find its domain.
this Question: 3 pts 3 of 20 (12 complete) If y varies directly as x and inversely as the square root of w, and y = 14 when x = 2 and w = 28, find y when x * 3 and w=63. O A y=1417 OB. y - 14 O c. y=4277 OD. y - 28
3) A square wire with current in it, wrapped once, is placed in the x-y plane. It's sides have a length of 1.8 m and the magnetic moment produced by it is 6 A m2 in the +z direction. The square wire is then reshaped, using all the wire from the square, into a circle with the same current as the square. The circle is then placed into the x-y plane (first quadrant) such that it's magnetic moment is also...