Consider the table below: Classes Frequency, (Mass) (kg) 30.00< 40.00 40.00 < 50.00 50.00 - 60.00 60.00 < 70.00 f 4 O A. 7.92 kg OB. 8.63 kg OC. 8.04 kg OD. 9.21 kg 11 17 Cumulative Midpoint, fm Frequency B t 60 Σ 60 The standard deviation is closest to: m 35.00 45.00 55.00 C 140 495 1540 fm² 4900 22275 84700 1105 71825

Q: Solve for x. x+1 x +4 6. 5.

A:

Q: Simplify. 10m n² 5mn4

A: To simplify the below expression.

Q: 8. Solve for x. 3 4 16

A:

Q: Evaluate 2 . ( 3 - 5 ) + 8 . 2 - 1

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Q: 20の+ 7=130p+5

A:

Q: Find the value of x. 10 15

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Q: Evaluate L{r³e3+5,

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Q: 2.3 Q13

A: The objective of this question is to use the Squeeze Theorem to show that the limit as x approaches…

Q: E1 Q21

A:

Q: 4. w/- 4. 2.

A: Given:

Q: 4. X = 100

A:

Q: Solve. 40 8 .2. -16 X-4 x+4

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Q: 5b is wrong

A: We have obtained marginal distributions  and have checked that they are defined probability function…

Q: {A €R?x2 | tr(A) = 0} | tr(A) — 0}

A: Here we take a general matrix of the given set then find the basis.

Q: 1.r -5 1.Г 2

A:

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A: In a cyclic quadrilateral , the sum of opposite angles are equal to 180 degree

Q: 4. Find tricingeo. FincX 3.2 2.7

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Q: Simplify. 1 -2 - 5 +y -1 -2 + y X

A: Topic- Equation

Q: 3 (=-2)* 2. Show that - = 00,

A:

Q: 2. Eind. the.zlume.charg.deusity.at. P(-2395). 5x2 !!

A: For the solution follow the next step.

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A: Let the equation of line be y=mx + b  ...(i) We have m=3/4 = 0.75

Q: Coga 2.

A: we have to find, log7(6)÷log7(3)+log7(2)=?

Q: 1 3. s'+3s²

A: We have to find Laplace inverse by convolution theorem.

Q: 14+m/10=24

A: Given,          14 + m10 = 24

Q: (402-25)

A: Given: I=4θ2-25dθ We know that ∫x2-a2dx=x2x2-a2-a22logx+x2-a2+c…

Q: 4. Find L t4ent

A: H

Q: (a +3)2 = 25 %3D

A:

Q: 4. Sdz 「号

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Q: 2. Ꮖ2 ds Ꮭ Ꮖ1 Ꮖ

A: The integral is: ∫x1x2dsx. To Do: We have to evaluate this integral.