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Area=b×h= 66 cm square.

opp. angle in paralogm are equal then anlge y=100therefore X=z sum of four angle =360x+y+z+100=360x+100+x+100=3602x+200=3602x=160x=80or z=80y=100if u satisfied with the ans then like or cmmt.✌️

x=z=80,y=100 ,100 are the angles

80°,100° is the correct answer of the given question

80° ,100 °is the correct answer of the given question

80°, 100° is the correct answer

80°, 100° is the answer of the following

capacity of the reservoir is not given please give the capacity of the reservoir

As rate is given in words/minutes. We will convert everything in minutes to make our jobs easier. So, he reads 3hr 50 min daily.This means he reads 230 minutes daily.So, in 6 days he will read for 230 × 6 minutes = 1380 minutesIn 1 minute he reads 124 words.In 1380 minutes, he read 124 × 1380 words= 171120 words

Given : x = 90°

Opposite side equal then opposite angle are equal .

2y = 90°

y = 45°

So, z° = 45°

x=90,y=60,z=60 y=z

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y=80x=100 because opposite angles are equal in parallelogram

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area of parallelogram=bha. b=7cm and h=4cm.. area=bh=28cmb. b=5cm and h=3cm and area=bh=5×3=15cm

Saleem types at 30 words per minute.Ranjit types at 50 words per minuteIf Saleem requires 30 minutes to finishtyping a job then he has 30 * 30 words

to type = 900 wordsRanjit, typing at 50 words per minuterequires 900/50 = 18 minutes to type the same piece of work.

the correct answer is 9

9 is correct answer hope u like it

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Cost of one book = x dollarsCost of 4 books = (4x - 12) dollars = 4(x - 3) dollars

Discount on books= (4x - (4x - 12))= 12 dollars

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The weight of bucket when filled with water is actually the weight of the bucket and the weight of the water together. In both 3/5 and 4/5 cases weight of the bucket is constant, let it be x.Weight wen filed till 3/5: x+ weight of 3 parts ( each part 1/5 of the total capacity) of water. Let that be x+3y. It is 15kg.Similarly in the 4/5 case, the equation would be x+4y=19kg.Now, to the solving part,x+3y=15x= 15-3y.Now substitute this in the second equation,x+4y= 15-3y+4y=19.15+y=19.y= 4.That is, one part of water weighs 4kg. Similarly frm the equation you'll get x, the weight of the bucket to be 3kg.Now when filled to capacity the weight will be weight of the bucket and weight of five parts (full is5/5) of water: 3+4*5=23.

Let the weight of container be X and 1/5 capacity of water be y

According to Givenx + 3y = 15kg _________(1)x + 4y = 19kg _________(2)

Subtract (1) from (2) x + 4y = 19kg - x + 3y = 15kg--------------------------- y = 4kg _________(3)

Total capacity of water = 1/5 * 5 = 5yTotal weight of container full of water = x + 5y= x + 4y + y. [ From (2) and (3) ]= 19kg + 4kg= 23kg

Ans : 23kg

according to aclasses's trick

bucket wt when. fill15kg. 3/5th19kg. 4/5th19-15=4. 4-3/5 = 1/5th

4+19=23. 1/5+4/5 =5/5 or fullanswer is 23kg

23 kg is the correct weight

67/12 is right answer hoga

the weight of bucket when filled with water is actually let it be x .

23 kg is the correct answer to this question .

y=4 3+4*5=23answer h

this question answer23 kg hoga

23kg your Questions answer

23kg is the correct answer of this question.

19 kg weight when filled 4/515 kg wt when filled 3/54 kg water wt = 4/5-3/5= 1/51/5 part wt = 4kg1 part water wt = 20 kg

let wt of bucket be x because in both case wt of bucket included4/5-3/5= 1/5 let 1/5 wt of water be yx+3y=15-----(1)x+4y=19--++(2)by substrate -y= - 4y=4total capacity = 1/5×5=5yso x+5y{since x+4y= 19)x+4y+y= 19+4= 23 kg

23kg is the right answer

answer is 23 kilogram

23kg is the right answer to this question

23 kg will be the correct answer

Let the weight of empty bucket be 'x' and the weight of the water the bucket can hold to its full capacity be 'y' According to the first condition, x +3/5 y=15 1)According to the second condition, x+4/5 y=19 2)Multiplying equation 1) by 5 as well as equation 2) by 5,we get 5x+ 3y=75 3)5x + 4y=95 4)Subtracting equation 3 and 4 we get 5x+3y=755x+4y=95___________y=20substituting this value of y in equation 35x+3y=755x+3(20)=755x+60=755x=75-605x=15×=15/5×=3for finding the weight of the water filled in the bucket we will have to add the value of x and ytherefore x+y=3+20=23kgTherefore the weight of the bucket when it is completely filled with water is 23kg

23kg is the right answer

23 kg is the correct weight

(x^2-4x+4)/(x-2)=((x-2)(x-2))/(x-2)=x-2

65 degree is the correct answer to this question

65 degree is 5he correct answer of this question

65° is correct answer.

65° is the right answer

65° is the right answer for this questions...

65 is the correct answer

65 degree is write answar

65 degree is the correct answer to this question

My answer is Value of x is 65°

90 + 80 + 125 + X = 360 295 + X = 360 X = 360 _ 295 X = 65

65 degree is correct answer

the value of x is = 85

x=360°-(90°+80°+125°) =360°-295° =65°

so, 65° is the correct answer of this question

quadrilateral is 360°then,90°+80°+125°+x=360295°+x=360°x=360°-295X=65°ans..

value of the x in quadrilateral is 65°

65 degree is the correct answer to this question

we know thatthe sum of all angles of quadrilateral is 360.first we add all the angle and then substract from 360

65 degree is the correct answer

65 is the right answer

65 degrees is the correct answer

the value of x is 65°

the answer of this question is 65°

t he correct Qns is 65degree

65 degree Is the correct answer of the given question

65 degree is the correct andwer

given angles are 90,80,125,x then the value of x=?. in a quadrilateral sum angles are=360 then 90+80+125+x=360.295+x=360.x=360-295.x=65. let the value of x is 65 that is 90+80+125+65=360

after solving we got that thevalue of x is equal to the 65°

sum of all angles of a quardilateral=l36090+80+125+x=360295+x=360x=360-295x=65

sum of angles of a quadrilateral is 360°90+80+125+x°=360°295+x°=360°x=360 - 295x=65

65 °. is the right answer

90+80+125+x = 360295=36065 ans

Sum of angles of quadrilateral = 360 degreeSo, x = 360 - (90+80+125) = 360 - 295 = 65 degree.

65 degree is correct and best answer 👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍👍 👍

65° is the correct answer

Let the 4th angle =x A/q90+80+125+x=360x=360-295x=65the value of x=65

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x = 65 digree is correct answer

90+80+125+x=360or, x=360-90-80-125or, x=65

90°+80°+125°+x°=360°90°+80°+125°=295°360°-295°=65°x=65°

the value of X is =65 degree

x=90*110/100x=99 ans

cp=7250sp=6090loss=7250-6090=1160loss %=1160/7250×100=16%

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i) (2a - 9)(3a + 4)6a² + 8a -27a -366a² -19a -36

ii) (x - 2y)(2x - y)2x² -xy -4xy + 2y²2x² -5xy + 2y²

iii)(kl + lm) ( k - l)k²l - kl² + kml - l²m

iv)(m² - n²)(m+n)m³ + m²n -mn² -n³

Area of PQR=(1/2)*9* Height(108*2)/9=heightheight=24108=area of PLM+area of LMRQ108=(1/2)*6*x + (1/2)*(9+6)*(24-x)216=6x+15(24-x)216=6x+360-15x9x=144x=16So, area of triangle PLM =(1/2)*6*16=48cm^2

=6lsquare=1734sq.cmside*side=1734/6 cm =289cm side=sq. root289 =17cmV=s*s*s=17*17*17cm cube=4913cm cube

In triangle ABC , AD is perpendicular to BC and AD² = BD.DC

To prove : BAC = 90°

Proof : in right triangles ∆ADB and ∆ADCSo, Pythagoras theorem should be apply , Then we have , AB² = AD² + BD² ----------(1)AC²= AD²+ DC² ---------(2)

AB² + AC² = 2AD² + BD²+ DC²= 2BD . CD + BD² + CD² [ ∵ given AD² = BD.CD ] = (BD + CD )² = BC²Thus in triangle ABC we have , AB² + AC²= BC²

hence triangle ABC is a right triangle right angled at A

∠ BAC = 90°

25 worker complete the work in 150 days 1 worker will complete in 150÷25 =5worker required to complete the work in 125 days = 125×5=750 so , 750 worker are required

Given: triangle ABCRequired to prove: ABC is isosceles, i.e. AB=ACProof: Using number 2) Median AD perpendicular to BC In triangle ADB and triangle ADCAD=AD ( given )Angle ADB=Angle ADC ( as AD is perpendicular to BC )BD=DC ( as D divides BC into two equal halves )Therefore, Triangle ADB congruent to Triangle ADC=> AB=AC ( CPCT ) Therefore Triangle ABC is isosceles. Hence proved.

in ∆ ABD and ∆BACAB= AB ( common)AD = BC (given)DAB = CBAso ∆ ABD and ∆BAC are congurent.ii) by CPCT BD = ACiii) by CPT ABD = BAC

is it correct

Red line is y = x + 3Blue line is y = -x + 1,Point of intersection is ( solution) (-1,2)

The probability of A to pick an acid solution is ¾the probability of B to pick an acid solution is ¾

total food available=360×21=7560now 60 more join so total 360+60=420so number of days=7560/420=18 days

hope it helps u