28. A golfer hits from the tee for a 300-yard he Her drive carries 275 yards but is 13° off lin from the hole. How much farther must the golfer now hit the ball to reach the hole? SEE EXAMPLE 4 300 yd: 275

Q: In the diagram below of triangle EFGEFG, HH is a midpoint of EF‾EF and JJ is a midpoint of FG‾FG. If…

A: From definition;        ∠JHF and ∠GEH are  equal      as H and J are mid point of…

Q: George is creating a garden that will have an area of 300 square feet. He is trying to decide if he…

A:

Q: Use the diagram below to answer the following questions: h = sqrt(12) ; b = 2sqrt(12) Area

A: A parallelogram is given in the problem. Given data: The length of height h is: h=12 The length of…

Q: Cartography: A sheer rock wall is known to be 0.16 mile high. We find that its peak is 2 miles from…

A: given, A sheer rock wall is known to be 0.16 mile high. we find that its peak is 2 miles from our…

Q: 15. What must be true of a circle if you are told that the circumference is Pi? Why? Justify your…

A:

Q: 2 A baseball field has four bases that are 90 ft. apart. The pitcher's mound is 60.5 ft from the…

A:

Q: Q3: In the figure, Find the distance from B to C: (100/lo0) S 30 30 W 155. 3oum B UN49 30W 245.918 m

A: The answer to the above problem is shown below.

Q: 14. The diameter of a circular reservoir is 840 feet. To walk around the reservoir, you would walk…

A: Introduction: The circumference of a circle is the total length of its boundary. Suppose, the radius…

Q: O what is the value of x 8. in the right triangle? 12

A: Consider the triangle

Q: 8m CANTEEN 18 m

A:

Q: 10 96

A: Solve for x

Q: b) Evaluate:- 2 6² 44x² In(x) dx

A: Topic = Integration

Q: (b) 9cm 25cm R

A:

Q: (c) 2x? -7x+3 = 0 (Home work) (d) 3x? - 5x+2= 0 (H.W) amplot

A:

Q: Im having issues with the explaination part. I see where I get the height and longer base, but im…

A: Step 1:Trapezoid with Non-Parallel Sides Known:  If the lengths of the non-parallel sides (legs) are…

Q: 231. y= (2x³ – x? + 6x + 1)°

A:

Q: Men build cabinets for a 6 feet man? I always need a footstool to get to the top.  need to have it…

A: Assume the height f the cabinet be H feet and the height of the footstool be x feet from the ground.…

Q: 3元 Which point represents (3,)? 12 F 13元 12 D. 112 12 C.

A: Given the point is 3,3π4

Q: EXaMPLe 3: Find the missing side length. AB: CB is 2.3 B. Bx 24

A: ABCB = 23AB = 8x = ?CB = 24

Q: This is a SQUARE QPRS 6° R

A:

Q: 2) Cindy was climbing a cliff. She stopped for a snack. After that she slipped 7 feet to a foothold…

A:

Q: a X d b C If angle c measures 4x degrees, and angle b is 168 degrees, what is x?

A: Given query is to find the measure of x.

Q: 1, z2ー

A:

Q: Two guy wires are shown in the diagram support a microwave tower. What is the height, h, metres, of…

A:

Q: danah has a rectangle strawberry patch in her garden. Its border is 7/8 yard wide and 3/2 yards…

A:

Q: Evaluate: dz, where e is a cirele 121=1 and

A:

Q: Find sec- (2.4) in degrees. Answer:

A:

Q: Jalen is flying a kite on the end of a 35-ft string. The wind catches the kite and carries it into…

A: Given:- Jalen is flying a kite on the end of a 35-ft string. The wind catches the kite and carries…

Q: 10. In the following diagram find the distance across the river AB if mZA = 80.3 °, %3D mZB = 18.6 o…

A: Sum of all the angles of a triangle is 180 degrees.

Q: The adjacent street map shows four avenues perpendicular to Saint-André Street. Each of these four…

A: Refer the diagram below for the distance between the saint andre street. Distance d is the required…

Q: If S e-t)rLnt dt, Find the valae of (n)

A:

Q: Ex: Find gof, Fex) メ-15 2. gcx) = gox) x+2X

A:

Q: Sawyer is 5.8 feet tall and notices his shadow at a certain time of day is 3 feet long. He notices…

A: Given query is to find the height of the crossbar.

Q: How tall is the tree? 18 yd hyd 7 yd

A: Explained below

Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.