f AABC = ADEF and AB = 15, BC = 20, DE = 3x - 6, hen x = ? %3D %3D

Q: QO, k) P 0(0, 0) R(h, 0)

A:

Q: can you answer D E and F

A: Confidence interval is used to measure the range where the population parameter lies. It is…

Q: Find the value of a for P(-a ≤ Z ≤ a) = 0.90, 0.975 Solution:

A:

Q: FIND THE FF. 1. Q1 2. D5 3.P75

A: The following information has been computed from the given data: The total number of observations…

Q: E 27 F -> D] C. 44

A: Given : lenght  DC = 44, EF = 27 and AE = ED, BF = FC    To find : lengh of AB (x) ?

Q: C) 3 6. 50 4 86 X= y%3D Your ans wer

A:

Q: GF GE = %3D DF = %3D HF = DG = %3D

A:

Q: T/2 cscmx dx then 5 l6 - 4 4 =.... T/4 If Im %3D Answer:

A: Solve the following

Q: |e3m dm Зт

A: Given: ∫ e3m dm To find: The value of the integral.

Q: If DE=4x-1 EF=9 and DF=9x-22 find the value of x

A: Given that DE=4x-1, EF=9, DF=9x-22 find x

Q: Find EF in the trapezoid. x+7 D E 3x 8 B

A:

Q: The percentage P of doctors who accept a new medicine is given by P(t) = 100(1 – e-0.24),

A: a) We plug t=2 in the given equation and calculate

Q: X -3 ar?

A: We have to divide (2x2 + 5x - 7) by (x - 3).

Q: A C E B AE=16, mZ A=50° MZACE = 90°

A: To find AB from the given figure

Q: 6. r90°,0(STUV) A y T. S

A: We can graph STUV as shown below

Q: -2 т?—- m²–1 b) dm т

A:

Q: Find the value of r*d(\x[³).

A:

Q: (c) S(2r) =

A:

Q: A C D. Solution:

A: Given problem:-

Q: Solve for P if L = 2; ft and W = 3 ft. P = 2L + 2W P = [?]H

A:

Q: E[2A+ 3B + C – E + 2D] |

A:

Q: Find Uncertainty for the equation below a*b3Vc R = vd

A:

Q: Find RS. 7x R 6. T 11x 15 E.

A: The explanation of answer as follows

Q: ít was 6 (bi-ha)=LL(h,0ha)= HAan 1 (h)=

A:

Q: Find the value of x. Sx+1 35 60 96 5x +1 %3D 近

A:

Q: c) P(2 1)

A:

Q: D. P(C OR D) = E. P(DIC) =

A:

Q: 2x2 + 3y? = 44 %3D 5a2 – 4y? = 64 - Solution(s):

A: The solution of the problem is given in the next step.

Q: Find the DE of the following solution: y = (c1 + c2x)e2* + (c3 + C4x)e¬*

A:

Q: Calculate : L c* a*exp(-2²)dæ C * x* c= 15.8 Answer:

A: Given: ∫-∞∞c×x4e-2x2dx

Q: Find the solution. dy 1+ Sy =2xy4 dr A) 13 В 13 23 © »- a D 15

A:

Q: Find EF in the trapezoid. x+4 A 6x E 73 C. В EF =

A: The median of the trapezoid is calculated by using the formula, Median=12b1+b2. Where b1,b2 are the…

Q: х+1 D) 3x D 44 B.

A: Given:  To Find: The value of x

Q: 7. 29.7 14 CO

A:

Q: 6). ADEF = ADSR E D. ZF= ?

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Q: Find mCE B 20⁰ 62⁰ D E

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Q: Solve d?y + 2 df? dy + 5y= 5t+12 %3D

A:

Q: Find EF in the trapezoid. A x+6 D E 7x 59 в EF =

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Q: R Q QS = (-12+x) yd; OS = yd 6. %3D %3D

A:

Q: Find the value of y.* 3y E 24 7y – 4 –

A: Our aim is to find the value of y:-

Q: Evaluate / x2 + y? dA where D = {(x, y) E R? : x² + y? < 1}

A:

Q: Keiko needs 100mL of a 5% acid solution for a science experiment. She has available a 1% solution…

A:

Q: Solve for d,. 5(d, -d2) = W.

A:

Q: Find m RS . S T (4x + 18)° (7x – 51)° R m RS %3D

A:

Q: F 6. DE = EF = GF =

A: Since you have asked multiple questions in a single request so we will be answering only first…

Q: E (D² – 2D

A:

Q: nd P(Z<c) = 0.8, then the value of c is %3D

A: Given that, Z is standard normal variate  hence mean=0  and standard deviation=1 P(z&lt;c)=0.8

Q: SC)=350 p.a for next years V(t)= 1- 0.01t PVo = 2 %3D

A: Suppose we are given that we deposit 350 per annum in an account for 5 years starting from time t=0.…

Q: Sx - 10 C E 250

A:

Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.