Answer: A = ft .2

Q: The average height of a male giraffe is 17 feet. What is this height in inches? O 29 inches 51…

A: 1 feet = 12 inches

Q: In ARST, the measure of T-90PSTHD7eet and RS 47teet. Find the eastire of R to the neaiest degie,

A:

Q: to head home. He drove a Whet did Ch

A:

Q: Answer in terms of pi. BD = 18 cm %3D B C 136 D 153 1221

A: Please see the explanation below

Q: Find each indicated measure. 144 M P 47% mZN = %3D m NQ %3D

A: Given, A circle with  mMP⏜ = 144°  and ∠NPQ = 47° We have to find m∠N   and   mNQ⏜

Q: P1 Po (a) 60° ft (b) 300° ft (c) 105° ft

A:

Q: 12cm e 16cm 41cm 20cm d 4.

A: 4. tan(d) = perpendicular / Base = 12/41               d = arctan(12/41) = 16 . 3138524°

Q: a. Y 11 ft 57°

A:

Q: X 18 53°

A: We have to find solutions

Q: Xcm Gem 4om 15cm

A:

Q: Find mGFE 99 ° G A) 165° C) 198° B) 223° D) 188°

A: We know that, the angle subtended by an arc of a circle at its center is twice the angle it subtends…

Q: Find the value of x. Round answer to near 55" 23cm

A:

Q: C 64 ° D ? 80 ° L В

A: Given

Q: Find the area. 24 ft 10 ft 26 ft O 120 ft.? 130 ft.? O 240 ft.2 65 ft.2

A:

Q: Given the situation, find the missing height. 5.5 ft. 7 ft. 25 ft.

A:

Q: Nick is 1 m and 97 cm tall. What is Nick's height in feet and inches?

A: Topic:- length in different units

Q: In the following formula, what is B? TA = PH + 2B Height Base Perimeter Base Area Bottom of Base

A: The general formula for the total surface area of a right prism is TA=PH+2B

Q: Calculate b + d - a in degrees. 48° 58°/d° b° a O 106 O 170

A:

Q: Find the value of the side length x cm 5 cm 4 cm 15 cm cm.

A: the given figure is: we have to find the value of the side length that is value of x.

Q: 45.5yd 35yd

A:

Q: From the following infórmation, ble : Σχ= 235, Σy= 250 2 Ey = 6840 6750

A: Given: ∑x=235∑x2=6750∑y=250∑y2=6840n=10

Q: Use the formula Py_ PM 71−(1+i)~* | PV=

A: We have to find out pv

Q: Find the missing sides. If needed, round to the thousandths pla R 24 33 TR= TA

A: Given Data: The length of side RA is: RA=33 The given angle A is: A=24°

Q: The office floor is 250 ft. X 80 ft.  The conference room floor is 50 ft. X 20 ft. , which covers…

A:

Q: here the cabin elevation of 20

A: The angle of depression is given as, 26°. The height of cabin located from a small peak is, 2000 ft.…

Q: B) 5 yd. to m

A:

Q: 42° HEIGHT 40 ft 36°

A: In this question, we want to find the height of the tree from the given figure.

Q: BD = 18 cm 136° D

A: 1. Given: A circle with centre E and BD=18 cm. It can be observed that BD is the diameter of this…

Q: E) 41.7 ft

A: Given that : The angle of depression from the top of the school to the base of the flag pole in…

Q: In the diagram below, AEFG ~ AEHD, Find t. 5 t 8 ft 10 ft D.

A: Given that ∆EFG~∆EHD find the value of t

Q: Find the measure of PQ, TQ and PU. I 32 30

A: By SAS theorem, if the ratio of the two corresponding sides of the triangles are equal and the…

Q: Round to the nearest tenth, if necessary. R 59 S 61⁰ x T

A:

Q: Find the side length, b. Round to the nearest tenth. C B = 90° a = 6 C = 7 a A C b = [ ? ]

A: *concept:- Pythagoras theorem.

Q: Use similar figures to determine the value of X 450 84 cm 450 7 cm 28cm

A: Name the given similar figures as shown in below figure.

Q: Determine the shaded area. 9 ft

A:

Q: Find a. 9 ft a 30 O

A:

Q: em ² A. 80 cm В. 16 ст? C. 64 cm D. 32 cm cm

A:

Q: Your neighbor Sally wants to plant flowers around the edge of her circular above ground pool. If the…

A: Given: Diameter, d = 18 ft The total feet of flower required is given by the circumference /…

Q: Pat needs to paint an 8 ft x 36 ft rectangular wall. What is the area that needs to be painted? 300…

A:

Q: 12 cm V11 cm 20 cm O A. 792 cm2 O B. 880 cm2 O C. 960 cm? D. 1184 cm?

A:

Q: E 1070 meF=?

A: We have to find angle

Q: Find the Aree and the Perimeter 20 mm 14 mm 32 mm

A:

Q: 28° X 10

A:

Q: Y 146° 110° What is the measure of ZXZY?

A:

Q: Find the indicated value. * Find mMP. (9x – 43) (5r +33)

A:

Q: Pls ?#15

A: Given: y≤-x2-7x+8

Q: 66 cm 35 cm ? center -166 cm-

A:

Q: 2. Convert to degree measure. 35 T 25л a) 18 b) 3 c) 12

A:

Q: Зст 7cm E 15cm cm2

A: Area of rhombus  = 1/2*(D1)*(D2) D1 and D2 are diagonal

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.