A pharmacist is to prepare 15 militers of special eye drops for a glaucoma patient. The eye-drop solution must have a 2% active ingredient, but the pharmamcis only has 10% solution and 1% solution in stock. How much of each type of solution should be used to full the prescription?
trig equations word problems, trig tide problems, practice word problems trig, trigonometric equation word problems, trigonometric equations problems, trigonometric word problem with solution, trigonometric equation word problem, word problem trigonometric equation
word problems with trigonometric equations, trigonometric word problem equations, solving trigonometric shadow problems, trig tide problem, tidal ebb and flow trig problems, writing trig equation word problems, 10th grade trigonometry word problems, Trigonometric word problems and tides
the decay rate of a certan chemical is 9.7%. What is its half life?
word problems on trigonometric equations, trigonometric equations word problems examples, SOLVING TRIG TIDE PROBLEMS, sample trigonometric problems with solutions, solving tangent word problems, ebb and flow trig problems, ebb and flow trigonometry model problems, word problem in trigonometric equation
There is a 50 ft. beam that has cast a shadow of 13 ft. across the ground, what is the angle at which the shadow was casted
triogonometry word problems, tide problems trig, trigonometry equations word problems winter, trigonometry word problems hard, trigonometric equations word problems, Solve Trigonometric Equations word problems, freedownload problems of trigonometric equations, ebb and flow trig word problems
The depth of water at the end of a pier varies with the tides throughout the day.Today the high tide occurs at 2:17 a.m. with a depth of 9m. The low tide occurs at 8:31 a.m. with a depth of 3.5 m .If the tide ebb and flow over time in a periodic manner. Find a trignometric equation that models the depth of the water x hours after midnight
trigo word problems hard, trigonometric hard word problems, sample problems with solution for trigonometric, tide trig problem