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jeka57 [31]
4 years ago
5

A pharmacist is trying to stock the pharmacy with cheaper alternatives for customers. She will stop carrying the more expensive

items. In doing so, she is trying to determine which of the following forms is the most expensive. Tablet form comes in 50 mg tablets and cost $75.00 for a bottle of 100 tablets. Capsule form comes in 75 mg capsules and cost $63.75 for a bottle of 85 capsules Caplet form comes in 100 mg caplets and cost $70.00 for 40 caplets. Based on the given information, which form is the most expensive? a. Tablet form is the most expensive. b. Capsule form is the most expensive. c. Caplet form is the most expensive. d. The forms all have the same unit price.
Mathematics
2 answers:
Over [174]4 years ago
6 0
$75/100 tablets = $ 0.75 per one tablet

$63.75/85 capsules = $ 0.75 per one capsule

$ 70.00/40 caplets = $ 1.75 per one caplet.

The most expensive form is C. Caplet form as it costs $ 1.75 for one caplet.
raketka [301]4 years ago
4 0

Answer : C.  Caplet form is the most expensive.

Tablet form comes in 50 mg tablets and cost $75.00 for a bottle of 100 tablets.

50 mg of 100 tablets so 50 * 100 = 5000mg

5000mg cost = $75.00

So 1mg of tablet form cost = \frac{75}{5000} = 0.015

Capsule form comes in 75 mg capsules and cost $63.75 for a bottle of 85  capsules

75 mg of 85  capsules,  so 75 * 85 = 6375mg

6375mg cost = $63.75

So 1mg of Capsule form cost = \frac{63.75}{6375} = $0.01

Caplet form comes in 100 mg caplets and cost $70.00 for 40 caplets

100 mg of 40 caplets ,  so 100 * 40 = 4000 mg

4000mg cost = $70.00

So 1mg of Caplet form cost = \frac{70}{4000} = $0.0175

Caplet form is the most expensive.

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Answer:

There are six trigonometric ratios defined in the right triangles. Below you will find their definitions and how to calculate them.

Explanation:

The six trigonometric ratios are sine, cosine, tangent, cosecant, secant, and cotangent.

The symbols used for them are:

  • sine: sin
  • cosine: cos
  • tangent: tan
  • cosecant: csc
  • secant: sec
  • cotangent: cot

The trigonometric ratios are defined as the ratio of the sides in right triangles.

In a right triangle the two sides opposite to the accute angles are called legs, and the side opposite to the right angle (the larger side) is called hypotenuse.

The sine of an angle is the ratio of the opposite leg to the angle to the hypotenuse. So, you find the sine by doing the quotient of the length of the opposite leg to the angle and the length of the hypotenuse.

  • sine (angle) = length of the opposite leg / length of the hypotenuse.

The cosine of an angle is the ratio of the adjacent leg to the angle to the hypotenuse. So, you find the cosine by doing the respective division:

  • cosine (angle) = length of the adjacent leg / length of the hypotenuse

The tangent of an angle is the ratio of the sine to the cosine of the same angle. So, you find it either by dividing sine by cosine or by dividing the length of the opposite angle by the length of the adjacent angle.

  • tangent (angle) = sine (angle)/ cosine (angle) = opposite leg / adjacent leg.

Cosecant is the inverse of the sine, secant is the invers of the cosine, and cotangent is the inverse of the tangent. So, you find them by these equations:

  • cosecant (angle) = 1 / sine (angle) = hypotenuse / opposite leg
  • secant (angle) = 1 / cosine (angle) = hypotenuse / adjacent leg
  • cotangent (angle) = 1 tangent (angle) = adjacent leg / opposite leg.
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