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This TYPE of ANGLE BISECTOR you have to DRAWN

Let the length and breadth of a rectangle be x and y respectively.
Area of rectangle = L X B = xy. m^2
CASE I : when length is reduced by 5 m then
New length = ( x - 5 )
And, when breadth is increased by 3 m then
New breadth = ( y + 3 ) m
====> New Area = ( xy - 9 ) m^2
( x - 5 ) ( y + 3 ) = xy - 9
xy + 3x - 5y - 15 = xy - 9
3x - 5y - 15 = - 9
3x - 5y = 6 ...................(i)
CASE II : When length is increased by 3 m then
New length = ( x + 3 ) m
And, when breadth is increased by 2 m then
New breadth = ( y + 2 ) m
====> New Area = ( xy + 67 ) m^2
( x + 3 ) ( y + 2 ) = xy + 67
2x + 3y = 61 ....................(ii)
Now, Multiply eq. (i) by 3 and eq. (ii) by 5. Then,
9x - 15y = 18 ....................(iii)
10x + 15y = 305 . ................(IV)
By adding eq. (iii) and (iv). We get,
19x = 323
x = 17 m ........Answer
Hence, The length of rectangle is 17 m.

X-1÷2x+1 is the CORRECT ANSWER

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Here is your ANSWER :-

➡ 1 is the NUMBER, which is neither a prime number nor COMPOSITE number.

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5363823&462822₹278392°=¥{$-37782834&36828)2)₹9___++₹9))487_8₹3)//0&)#/29₹_7_77_'

You can SEE your ANSWER

31.5 is the answer SINCE H is 7 and B is 9

10080 TAKE LCM of these no the DIVIDE that VALUE to 10000 ,then multiply remainder with LCM

Which TRIGONOMETRIC IDENTITY you WANT to DERIVE?

general form for any AP is given as a+(n-1)d

hence ,

n=1, 10+0 = 10

n=2, 10+10=20

n=3, 10+20=30

n=4, 10+30=40

First FOUR terms are 10,20,30,40

TEMPERATURE at 12 noon —> 10° C

Rate of decrease —> 2°C/hour

12 noon to midnight —> 12 HOURS

∴Decrease in temperature = 12X2

= 24°C

Temperature at midnight = 10-24

= -14°C

brainly.in/question/2035328

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54.049 ÷ 9.
= 6.00544 is the ANSWER which I THINK.

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Hey your ANSWER is 192...
HOPE IT MAY HELP YOU

2Y - 20 + 2Y + 60 = 180

4Y + 40 = 180

4Y = 180 - 40

4Y = 140

Y = 35

aNGLE = 70 - 20 = 50

another angle = 70 + 60 = 130

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The maximum capacity of a CONTAINER is 540 litres of MILK.

HIII


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In MATHEMATICS, a set A is a SUBSET ofa set B, or equivalently B is a supersetof A, if A is "CONTAINED" inside B, that is, all elements of A are also elements of B. A and B MAY coincide.


THANK YOU

It's not only K we can TAKE .We can take A,B,X as it's the CONSTANT.

ANSWER:

Step-by-step explanation:

0.091*936+(0.125*498)=147.426

Your ANSWER is 1/10×5000= 500
1/10×5000=500
=500-500=000

HEY BUDDY


HERE IS YOUR ANSWER



Differential EQUATIONS of the FIRST order and first degree. Any differential equation of the first order and first degree can be written in the form



Example. The differential equation


             


can also be written as


            (X - 3y)dx + (x - 2y)dy = 0

 


Existence of a solution. The general solution of the equation dy/dx = g(x, y), if it EXISTS, has the form f(x, y, C) = 0, where C is an arbitrary constant. Under what circumstances does a general solution exist? We have the following theorem.

Where is QUESTION..........

17576= 2×2×2×13×13×13
ANSWER

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The PERFECT CUBE 1536 is 96

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+7yx^2-yx+8x^2-7xy-8x^2y-2a^2b-3mn^2-7xy^2+18a^2-8m^2.

Heya !!

P ( X ) = X² - PX + 16




Here,



A = Coefficient of X² = 1



B = Coefficient of X = -P


And,


C = Constant term = 16






Sum of zeroes = -B/A




Alpha + BETA = -(-P) /1



Alpha + Beta = P ---------(1)



And,


Product of zeroes = C/A



Alpha × Beta = 16 --------(2)




Given that : (Alpha)² + (Beta)² = 9






=> ( Alpha - Beta )² + 2Alpha Beta = 9




=> (P)² + 2 × 16 = 9





=> P² = 9 - 32




=> P² = -23




=> P = ✓-23

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X^2 + 8X + 15 = 0
=> x^2 + 5x + 3x + 15 = 0
=> x(x+5) + 3(x+5) = 0
=> (x+3)(x+5) = 0

Hope it HELPS.

Here is U r ANSWER

by USING third kinematics EQUATION u WII get acclaration then put a in force formula.

1) Constant TERM is '-6'
Factors of - 6 = +-2,+-3,+-1,+-6
By trial and error method:
p(1)=1-6+11-6
=-5+5
=0
So, (X-1) is a factor of p(x)
Now using LONG division method
factorised form=p(x)/x-1
Hope it helps
P. S. I don't have time for the SECOND one so,
Sorry