E 150 10.5 ft

Q: 220° 12 сm 70° X =

A:

Q: 4) d=7 ft V 2 ft LA SA =

A:

Q: What is the length of HRJ? H. 1. 810 R. Round to the hundredths

A: The figure is given by To evaluate : The value of the length of HRJ⏜

Q: 39 yd 52 yd

A:

Q: a. Y 11 ft 57°

A:

Q: e perimeter. 6 ft 4 ft Perimeter feet

A:

Q: 6 yd 11 yd

A:

Q: 6 ft bxh 1 = 2 A = }(b × h or 5 ft

A:

Q: Y cm. Scm. Xem. 15cm.

A:

Q: 18 yd 35 yd 69 yd

A: Area = 936 square unit

Q: 120° 60 ft

A: I have considered 69ft as diamof circle. Please rate my answer

Q: Use the picture to answer the following questions. 4 mm

A:

Q: 4 ft V26 ft

A: Let us consider the following triangle So by Pythagoras theorem, we know that AC2=AB2+BC2

Q: 5 mm. Although the target diameter

A: Given: Probability density function is 10e-10(x-5). Target diameter is 5 mm.

Q: 11 ft ft (v- 25) ft 11 ft

A:

Q: 11 yd SA =

A: We can make it easier for you.

Q: C 30 feet E 25 feet 15 feet A. В

A:

Q: 4. 12 ft 10 ft 73t 5 t 9 ft

A: The given prism has dimensions 9 ft, 5 ft, 10 ft, 12 ft and 7.3 ft. we have to find its volume

Q: 10 yd 19 yd Area = E ph El

A: We will break the given figure in two parts. Then solve it.

Q: What is the value of x in feet? Answer F 52 ft. G 45 ft. H 68 ft. J 60 ft.

A: Given that, triangle PYQ is similar to triangle XYZ. YZYQ=YXYP8x=645x=45×86x=60

Q: 380 ft 490 ft 310 ft 226 ft

A: Given: A quadrilateral divided into two triangles. In the right-angled triangle,…

Q: Find mLD 42° 148° C 640 mZD =

A: Cyclic Quadrilaterals

Q: Ry 5 ft T 27° What is SR rounded to the nearest hundredth? Show your work. 2 08

A:

Q: d. 6 cm volume: 4 cm 9 cm

A:

Q: Find p. C 6 ft 4 ft 4 ft

A:

Q: 15° 440 yd

A:

Q: c=11 ft a=24 ft A b=19 ft C

A: From figure a=24 ft b=19 ft c=11 ft By Heron's formula we will find the area of triangle as shown…

Q: 29 inches A C 9. 40 inches AB =

A: Find thr length of AB

Q: Find the length x. 28 38 A (Round to the nearest tenth as needed.)

A: Consider the right-angled triangle with right angle at C. Here, the objective is to find the length…

Q: Find the dia meter of, the cirdes in terms of L. 66 120°

A: We have to find the diameter of the circles in terms of L.

Q: E 9 cm F 15 cm G 15 cm 12 cm 20 cm H.

A:

Q: 10) 5 m 5 cm 11 cm V:

A: The answer is found in step-2

Q: 14 mm 58° f mm

A:

Q: a. 160 in. = b. 430 yd = c. 360 ft = d. 432 in. =

A:

Q: 9 m Circumference: Area: E

A:

Q: M2 + 21 = kM.

A: Consider the given matrix, M=3-24-2 The equation is given as, M2+2I=kM⇒M2+2I·M-1=kM·M-1⇒M+2·M-1=k·I…

Q: 1) h S S s = 52 inches h = 45 inches Area: Perimeter Туpe:

A:

Q: 10 ft 8 t5t 8 ft

A:

Q: ft 41° 15 ft

A:

Q: s = 5.3 yds Area: Perimeter: Туpe:

A:

Q: What is the total arca tin square meters)? 24 m 28 m

A: The figure comprises of two semi-circlesand a rectangle.Radius of semi-circle=284 = 7 mRectangle…

Q: The tree In Charlie's backyard is 9.6 m high. How high Is it In centimeters? Be sure to İnclude the…

A: Given data is : The tree in Charlie’s backyard is 9.6m high. To find the height of the tree in…

Q: 90 ft/h =?? mi/min

A:

Q: Fvaluat pimp dp

A:

Q: wall ladder 2 ft/s 5 feet 4 feet

A: Solved below

Q: th of an inch. Answer:

A:

Q: 37 mm 29 mm 34° H j

A: We solve this problem using  law of sines rule,   SinH/h = sinJ/j = sinK/k ==> Sin34°/29 = sinJ /…

Q: ind the value of x. Round to the nearest tenth. 15 yd 13 yd

A: The given diagram is:

Q: 6 ft

A:

Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus. 

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.