Solve the problem. A garden hose is spraying a stream of water at a box on the ground with a force of 4.8 pounds. The water stream makes an angle of 30 degrees with the ground. What is the horizontal component of the force? O 0.8660 O 0.7404 O 4.157 O 2,400

Q: Never properly learned how to do this

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A: We have to find out the derivative

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A: We will use the formula- [X^,p^]f(x)=x^[p^{f(x)}]- p^[x^{f(x)}]  

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A: Without using a calculator, to match the functions, y=2x, y=e-x, y=3x, y=ln x, y=log x with the grap...

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A: Given that        (ex)y + tan(xy) - 5 = 0 

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A: See the details solution in below

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A: We have to find out the vector

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A: Function change and slope     Answer is  192

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A: Given:- The line with cartesian equation x-1=y-6=z and the line with the cartesian equation x-1=y-6=...

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A: We can find both the answer as below.

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A: NOTE: Refresh your page if you can't see any equations. . take derivative

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A: Given query is to find the indicated partial derivatives.

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A: Given:  4 ∫4t2+32 dt5 ∫cos t1+sin t dt6 ∫sec x tan xsec x-1 dx To Find: To evaluate the each of the ...

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A:

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A: As per guidelines we can solve only three subparts at a time, So the first three subparts can be ans...

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A: We want to construct a truth table first and then solve the problem.

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A: The given polar equation is: r=16cos(θ)-12sinθ...(1)

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A: Given thatrx=fghx where h1=5,g5=4,h'1=5,g'5=5,f'4=8 To find :r'1Solution:rx=fghxr'x=f'ghxg'hxh'xr'1=...

Q: for an equivalence relation R on A, both sets, the class of equivalence classes of R —A/R— is a set.

A:

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A: These questions are related to limits, we will solve them using given information. 

Q: g(r) = 9x+9x-25x3-25r?

A: 5) g(x)=9x5+9x4-25x3-25x2  a) leading coefficient is 9( positive) and   degree is 5(odd)⇒g(x)→∞ as x...

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A: (D-2I)(D+3I)=D2+3D-2D-6I=D2+D-6I Apply the operator on e2x (D2+D-6)e2x=D2(e2x)+D(e2x)-6e2x=D(2e2x)+2...

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A: This question can be solved by substituting the given values in the equation of acceleration.

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A: We can find the required answer as below.

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A: y=3x(6x-5x2)

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A: Plane

Q: x +1 dx (25 – x²) } X

A:

Q: Direction: Read then solve the question carefully. Click the letter of the correct answer. Find the ...

A: