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RP^2=RQ^2 + QP^2 -2(RQ)*(QP)cosQ (1)
RP^2=RQ^2 + QP^2 -2(RQ)*(QP)cosQ (1)
QP = 24 (km/min) t (2) Diffentiate both sides w.r.t. the time t: 2 RP* d Rp/dt = 2 t [24
2 answers
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Count Iblis
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complete the identity sinq / cosq + cosq / sinq =
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Given that tan(Q) = -3/4 and Q is in the second quadrant tell the value of the cosQ
cos=-4/5 Correct?
1 answer
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Find cosq and sinq if the terminal side of q lies along the line y = - 2 x in
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Let Q be an acute angle such that sinQ=.6. Find the values of the following using Trig Identities: cosQ and tanQ
4 answers
asked by
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576 views
1)tan Q = -3/4 Find cosQ
-3^2 + 4^2 = x^2 9+16 = sqrt 25 = 5 cos = ad/hy = -4/5 Am I correct? 2) Use the sum and difference
1 answer
asked by
Abbey
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Using mechanics of materials principles, (i.e. equations of mechanical equilibrium applied to a free-body diagram), derive the
2 answers
asked by
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In △QRS, what is cosQ?
A triangle with right angle S. Side Q S is labeled 4, side S R is labeled 3, and side R S is labeled 5.
1 answer
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