Word Problems Using Right Triangle Trig. Draw pictures! Make all answers
accurate to the nearest tenth. 1. A damsel is in distress and is being held captive
in a ...
Name_________________________________. Trig Word Problems Worksheet
. 1. A boy flying a kite lets out 300 feet of string which makes an angle of 38° ...
Some Word Problems With Trig. Pre/Calculus 11, Veritas Prep. Here are a bunch
of word problems involving trig. Do them. Convert angles to radians when ...
1. PRACTICE Trig Word Problems. 1. Write the trigonometric equation for the
function with a period of 6. The function has a maximum of 3 at x = 2 and a low ...
More Trig Word Problems. 1) Mr. Vincer is standing on top of Citadel High School
when he looks down at an angle of depression of 28˚notices a herd of ...
Trig. Problems. Evaluating Trig. Functions. 1. Calculate tanH-. pЕЕЕЕ. 6 L and
secH 5 p. ЕЕЕЕЕЕЕЕ. 6 L. By definition, tan q = sin q. ЕЕЕЕЕЕЕЕЕЕЕЕ cos q .
4.3 Right Triangle Trig Word Problems Day 1. Trigonometric functions are often
used to analyze real-life situations. The easiest way to understand these ...
WORKSHEET: USING TRIG. RATIOS TO SOLVE WORD PROBLEMS raw a
picture, write and solve an equation, and answer the question being asked.
Honors Math II Name. Trig Word Problems — Day 3 Date Period. Draw a picture
and solve. Round all answers to the nearest hundredth unless the problem says.
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Block: ____. PreCalc Ch05 5-‐5 Trig Word Problems 20120120.docx. Definitions:
Angle of Elevation: the angle formed with the ground. Angle of Depression: the ...
points to the top of the tree, and measures the angle as 41 degrees. How many feet tall is the tree? 3. Tyler is flying
Right Triangle Word Problems. Here we shall consider various word problems
that provide some physical applications of the right-triangle trig formulas.
word problems, all we do that is different is make our own equations. ... you will
learn how to set up different types of problems including, uniform motion, age,.
1) One-half of Heather's age two years from now plus one-third of her age three
years ago is twenty years. How old is she now? This problem refers to Heather's
...
Honors Geometry Name: Trig Word Problems w}. Angle of Eievation: The angle
your line of sight makes with a horizontal line. Angie of Degression: If you look ...
He wanted to buy a surf board that costs $400. On his way ... One bag covers 20
square feet. .... The Green Bay Packers played the Steelers in the Super Bowl.
Name Date Period. Worksheet: Momentum Word Problems. CHAPTER 8:
Momentum. Directions: Answer the following questions concerning the
conservation of ...
[Note: The formula for the volume of a cone of base radius r and height h is %T'2h
.l. '2. Air is being pumped into a spherical balloon at the rate of 7 cubic ...
Hcference Book: HOW TO SOLVE WORD PROBLEMS IN ALGEBRA: A solved
problem ... How to start to work a word problem: ... 7. sheri's age 4 years from now
.
Retrying... Download. Connect more apps... Try one of the apps below to open or edit this item. inverse trig Day 2.pdf.
Here are several aids that will help you solve word problems: 1. Make sure ... (
round answer to the nearest hundredth) ... What percent of the class are women?
#1. Jessica bought 8/9 of a pound of chocolates and ate. 1/3 of a pound. How
much was left? Fraction Word Problems. #2. Tom bought a board that was 7/8 of
a ...
TRIG TRIANGLE WORD PROBLEMS #2. 1) The length of the base of an
isosceles triangle is 81 cm. The sides meet at a. D. 4.72 angle. Find the measure
of the ...
Trig Triangle Word Problems #2 1) The length of the base of an isosceles triangle is 81 cm. The sides meet at a 72.4 D angle. Find the measure of the congruent sides. 2) Two streets meet at an angle of 52 D . If a triangular lot has frontages of 60 meters and 65 meters on the two streets, what is the perimeter of the lot?
3) To illuminate the entrance of a building, a night-light is mounted on a 6.6-meter pole. If the base of a pole is 24 meters from the entrance, find the angle of depression from the light. 4) The lengths of the sides of a triangular plot are 400 feet, 500 feet, and 700 feet. Find the measure of the smallest angle. 5) The largest doors in the world are located in the Vehicle Assembly Building near Cape Canaveral, FL. If the angle of elevation from a point on the ground, that is 199 feet from the base of the doors is 66.6 D , how high are the doors? 6) A television antenna stands on the edge of the top of of a 52-story building. From a point 320 feet from the base of the building, the angle of elevation to the top of the antenna is 64 D . If each story is 12 feet high, find the height of the antenna. 7) A hot air balloon is flying above Manasquan. To the left side of the balloon, the pilot measures the angle of depression to the soccer fields to be 21D . To the right side of the balloon, the pilot measures the angle of depression to the football field to be 63.7 D . The distance between the two fields is 1,642 km. Find the distance from the balloon to the soccer fields. 8) The height of an isosceles triangle is 8 cm and its base is 4 cm long. Find all the angles of the triangle. 9) Andy and Kyle leave Las Vegas at the same time. Andy drives south at 82 mph and Kyle drives southeast at 71.3 mph. How far apart are the two guys after 3 ½ hours? 10) From a point 78 feet from the base of a tree, the angle of elevation to a cat in the tree is 32 D . The angle of elevation to the top of the tree is 72.8 D . Find the distance from the cat to the top of the tree. 11) A slide rises 28.2 feet above the ground. The length of the slide is 47.4 feet. Find the slide’s angle of inclination. 12) An oil tanker and a cruise ship leave port at the same time and travel straight-line courses at 10 mph and 25 mph respectively. Two hours later they are 40 miles apart. What is the angle between their courses?
13) Two roads intersect at an angle of 102.1D . Christine’s mailbox is 476 feet from the intersection. George’s mailbox is on the other road and is 615 feet from the intersection. How far is it from Christine’s mailbox to George’s mailbox? 14) Two planes leave an airport at the same time, one flying due west at 500 km/h and the other flying due southeast at 300 km/h. What is the distance between the planes two hours later?
