d) Find the probability that at least two particles arrive in a particular 4 second period.

Q: find AB+E BA, 3A+B 3AB 2 3 AD -4 5. 2

A: We  are asked to find the matrix operation.

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Q: If angle D measures 5(8x + 5) degrees, and angle B is 345 degrees, what is ? X =

A: angle D and Angle B are same  therefore  5(8x+5)=345 (8x+5)=345/5 8x+5=69 8x=69-5 8x=64 x=64/8 x=8

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Q: let a = -2 4 0 3 and B= -62 4 0 .Find 2a - 36

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Q: 9) THE SUM OF THE ANGLES OF A TRUANGLE IS 180 (F THE ECOND ANGUE IS TTREE TIMES THE SI2E OF THE SMA…

A: Since we know that for a triangle ΔABC Sum of angle of a triangle = 1800  That means ∠A+∠B+∠C=180°

Q: AB=ロ Round Your inswer to the earest hundfecth A 20 B 3

A: Given: BC=3 Angle BAC=20 Angle ACB=90 To find: AB=??

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Q: Perform the indicated operation. Simplify, if possible. 8x 1) х2 - 16 X - 4

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Q: |a3 + ba + 10 + e-x + ab + 10 + e=x cd

A: Given: x2=a22+bcd2+10+e-x+ab To write: Given equation using Ascii Math.

Q: 2b 1 с. a2 -b2 а+b а-b

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Q: If mLAEC = 4x - 40 and mzBED = x + 50, find the number of degrees in ZAEC. %3D B. (4x- 40) (x+ 50)°

A: (6).  According to question,∠AEC = 4x -40o,∠BED = x + 50o

Q: inside r=2 fnd quader. ) area Find oud side r=2co in

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Q: Find a and b such that 3 1 1 27 = a -3 + b -6 2 a = b =

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Q: 3. simplify 3 5 2- x2 5. 8. 1+3 3x x²

A: Given expression is

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A: Given integral to evaluate ∫-227xe6xdx This can be integrated using the rule ∫u·vdx=u∫vdx-∫u'∫vdxdx

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Q: (4y +x-5) (4x+y +10) B.

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Q: 9. ad- bc-3 10. de - ab-7 11. ac-5b+4a 12. bc - 8a + 5b

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Q: B If angle C measures 7(5x + 9) degrees, and angle A is 238 degrees, what is x? X =

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Q: Find the total area of the shaded regions. 789 ha 61 AY 34 00 10 12 The (Si

A: We have to find the total area of the shaded region . The procedure is given below

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Q: Answer is incorrect it is supposed to be 3pi

A: Yes ! Correct answer is 3π Step 2 : ( 6th line from last )incorrect ∫02π32 + cos(θ)3+sinθ3dθ ≠…

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Q: Ca) -8) Eb) V12 + 32 + 2V18 + 3 3 Cc)

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Q: ILLUSTRATION NO. 2. GIVEN: OJED, 3 ES= x+6, AND DS=x+8. FIND 4 ES, DS, AND ED. 00-

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Q: Rectangle its area 18, Length is twice width. Then its perimeter is 1- 18 2- - 12 2- 24 4- 9

A: We have the formula Area of rectangle=length × widthPerimeter =2(length+width)

Q: Part B Evaluate the product of 36 and 13. Enter your answer in the box.

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Q: 1 arctan 1 + arctan 3 - 4 ||

A: Formula used: