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1. Find the point where the line through the points P(1, 0, 1) and Q(0, 3, 2) meets the plane 2x - y + 3z = 6.
2. Find the angle between the line and the normal to the above given plane.
Test for independence of attributes
Determine which of the four levels of measurement (nominal, ordinal, interval, ratio) is most appropriate.
a guitar string is pulled at point p a distance of 3 cm above its rest position. it is then released and vibrates in
One of the best candidates for a black hole is found in the binary system called A0620-0090. The two objects in the binary system are an orange star, V616 Monocerotis, and a compact object believed to be a black hole.
it has been found that 50.3 of us households own stocks and mutual funds. a random sample of 300 heads of households
a mass of 35g stretches a spring 8.4cm. if the distance that a spring is stretched is directly proportionally to the attached mass, how many centimeters will the spring be stretched by a mass of 50g.
In an election between two candidates, 530 votes were cast. If the winner received 210 more votes than the loser, how many votes did the loser receive?
Write the formula for the speed of this object in terms of the radius, R. and angular velocity, ω (you can type ω for this symbol in the answer box). Your answer must be completely simplified.
The problem states: Find dw/dt (a) using the appropriate chain rule and (b) by converting w to a function of t before differentiating.
A box with a square base of side x is three times higher than it is wide. Express the volume V of the box as a function of x.
Evaluate the expotential equation y=(1/4)^x+3 for three positive values of x, three negative values of x, and x=0.Show your work. Syate the equation of the line asymptotic to the graph (if any).
Evaluate integral of [z/(z^2 + 2z + 5)] dz , c = unit circle ,Z here is a complex number isn't the integral value be zero because z = -1+2i & z = -1-2i both singularities lies outside the contour ?
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