The model H described by H=2.75x +71.48 can be used to predict the height, in centimeters, of a woman whose humerus (the bone from the elbow to the shoulder) is x cm long. Predict the height of a woman whose humerus is 44 cm long.

Q: The value of vers θ is equal to

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Q: Solve using the definition Sí 2x – x3 |

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Q: Use formula 15 to solve ∫ xdx/ (5+7x)^2

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Q: Eliminate the arbitrary constant in the equation x = Cy2

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Q: 1 dr 2. J3 x²Vx² – 9

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Q: -3x²-2x+1 dx x+2

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Q: Why doesn’t the constant 0 have a degree?

A: Concept used: The degree of the expression is highest power of the variable in single term .…

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Q: Obtain the Selution of diffnential equation Sec Y x2-4x +5

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Q: to %3D

A: We have to find name of equation.

Q: Show your complete solution.

A: Here Given Score maths Test is Normally distributed with  Mean=μ=50 Sd=σ=5

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A: Since you have asked a question with multiple parts in a single request we would be answering only…

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Q: When a circular plate of metal is heated in an oven, its radius increases at a rate of 0.02 cm /…

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Q: Solve. Vx +4 = x – 2

A: SOLUTION-

Q: After a hurricane, repairs to a roof will cost $2400 for materials and $80/hr in labor.a. Write a…

A: a)  The repairs to a roof will cost $2400 for materials and $80/hr in labor. Consider the number of…

Q: Find the general solution of

A: Solution of the homogeneous differential equation

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A: Suppose that the wind velocity is x mph amd speed of plane is y mph.

Q: Solve in intermediate step form (x+a)^2 -3x^2=-18x+102

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Q: = =x +2 4

A: given: x4=25x+2 given equation can be written as x4=2x5+2

Q: inate the arbitrary constant in the equation x = Cy2

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Q: y = 2x - x; 0sxS2

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Q: A bowl of newly cooked porridge has a temperature of 75°C and is placed in a room that has a…

A: We have given a bowl with 75°C and is placed in a room that has temperature of 25°C.Let y(t) to be…

Q: ja2x* +x-a))dx = 24, 3. If find the value of a constant.

A: Here, given that: ∫026(2x2+x-a)dx=24⇒∫02(2x2+x-a)dx=246⇒∫02(2x2+x-a)dx=4...(1)

Q: Use variation terminology to describe the formula.y = 2x2

A: We know that, direct variation describes a simple relationship between two variables. We say y…

Q: The value of the average home in some neighborhood in the state of Florida was $185,000 and has…

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Q: What is the equation of the

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Q: 2. Diana Nyad was the first person to swim from Cuba to the Florida Straits without a shark cage, a…

A: Given: Diana Nyad completed a 110-mile journey. a. As she took 1.9 miles per hour to complete this…

Q: Solve: x =-1-V5x +19

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Q: A woman 6 feet tall walks at the rate of 3 feet per second away from a streetlight that is 15 feet…

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Q: X42 then

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Q: What is its equation?

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Q: The amount of solar power installed in the US can be modelled as M(x) = 15.45(1.46*) megawatts,…

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Q: Qa, Solve for X /x+3 = -4 %3D

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Q: Solve. Please show your work. y= -3x+ 5 5x-4y = -3

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Q: Find the general solution to

A: Given:              y'+yx=1x4y34 To find: The general solution of the given differential equation.

Q: The population of a small town can be described by the equation Pn= 4000(1.04)", where n is the…

A: The exponential growth model is defined as, Pt = a(1 + r)t, where a is the initial amount, r is the…

Q: The weight of a can of soup is jointly proportional to its height and to the square of its diameter.…

A: Given according to question

Q: Stage

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Q: Solve: Vx – 6 = x – 6. -

A: To determine: Solution of the equation x-6=x-6

Q: During this same time, the digital print manager tracked the number of visits to the website’s…

A: Let's find equation of given model.

Q: dx 5. S; xV16x²-5

A: We can find the integration as below

Q: Suppose that an object is dropped from a height h. Its velocity v at impact with the ground is given…

A: given: suppose that an object is dropped from a height h. Its velocity v at impact with the ground…

Q: The number of retail drug prescriptions (in millions) can be approximated by y = 81.26x + 2928.76,…

A: Given,             the approximated function of the number             of retail drug prescriptions…

Q: 10. %3D

A: Given:  To Find: To solve for x.

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.