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(4x+4)+(6x-4)=180°
10x=180°
x=18

Bggskyydu do uitstyy

Solutions :-


Given :

Area of RHOMBUS = 24 cm²
One of its diagonal = 4 cm

Let the other diagonal be x

We know that,
Area of Rhombus = ½ × DIAGONAL1 × diagonal2

A/q

=> 24 = ½ × 4 × x
=> 24 = 0.5 × 4 × x
=> 24 = 2X
=> 24/2 = x = 12


Hence,
The other diagonal of Rhombus = 12 cm

7y-7=8+6y
7y-6y=8+7
y=15

58=11+1/2th OBSERVATION
=6TH observation
=

ANSWER:

cosh 3x = (e^(3x) + e^(-3x) ) / 2

cosh 3x = (1/2) e^(3x) + (1/2) e^(-3x) ----------- (1)

4 cosh^3 x - 3 cosh x = 4 ( (e^(x) + e^(-x) ) / 2)^3 - 3 ( e^(x) + e^(-x) ) /2

= (4/8) ( e^x+ e^(-x))^3 - 3 ( e^(x) + e^(-x) )^2

(a+B)^3 = a^3 + 3a^2 b + 3 a b^2 + b^3

(a+b)^2 = a^2+ 2AB + b^2

4 cosh^3 x - 3 cosh x

= (1/2) ( e^(3x) + 3 e^(2x) e^(-x) + 3 e^(x) e^(-2x) + e^(-3x) ) - 3 ( (e^(x) + e^(-x) )/2)

= (1/2) e^(3x) + (3/2) e^(x) + (3/2) e^(-x) + (1/2) e^(-3x) -(3/2) e^(x) - (3/2) e^(-x)

= (1/2) e^(3x) + (1/2) e^(-3x) + (3/2) e^(x) + (3/2) e^(-x) - (3/2) e^(x) - (3/2) e^(-x)

= (1/2) e^(3x) + (1/2) e^(-3x) -------------- (2)

(1) = (2)

Here U can get ur ANSWER.....
(216)^-2/3
Cube root of 216=6
Now, 6^-2
1/6^2
1/36

Hope it HELPS

Hey mate ,

here is ur ANSWER

I THINK its helps U

MARK as BRAINLIEST answer

I don't UNDERSTAND the QUESTION

Your question NEEDS a correction.

Correct equation : 1 / m , ( 1 + m ) / m , ( 1 + 2m ) / m .....

ANSWER:

Step-by-step explanation:

Given equation : 1 / m , ( 1 + m ) / m , ( 1 + 2m ) / m.....

From the given sequence :

First term = a = 1 / m

SECOND term = a + d = ( 1 + m ) / m

Common Difference = a + d - a

                   ⇒ ( 1 + m ) / m - 1 / m

                   ⇒ ( 1 + m - 1 ) / m

                   ⇒ m / m

                   ⇒ 1

From the identities of arithmetic progressions,

n th term = a + ( n - 1 ) d

Therefore, the value of nth term of the AP is { 1 + ( n - 1 )m } / m .

ANSWER:

Step-by-step explanation:

9.5CROSE9.5CROSE9.5

ANS:857.375

I HOPE the answer is 12 HOURS and 13 MINUTES

In statistics, ARRANGE your set of numbers from smallest to largest. Determine which measure of central TENDENCY you wish to calculate. The three types are mean, median and MODE. To calculate the mean, add all your data and divide the RESULT by the number of data.


hope it's help you...♥️

Tn=a+(n-1)×d
Sn=(n/2)(2A+(n-1)×d

I hope that you will understand CLEARLY then MARK as BRAINLIEST answer

HERE'S UR ANSWER
"3CM CUBE DIAGRAM"

The HCF is 13,so,
91 CM/ 104 cm= 7/8

Hi Mate!!!

It's AREA can be CALCULATED by USING heron's formulla.

√{s(s-a)(s-b)(s-c)}

s = 16/2 = 8

a = 6. b = 5 and c = 5

ITZ area = √{ 8 ( 2) ( 3 ) ( 3 )}

itz area = √{ 144}

so, itz area = 12cm²



.....Have a NICE time.....

Here is your answer


hope it HELP you

Here is UR ANSWER,HOPE it HELPS

Answer: 1872 is the smallest number which is divisible by 624 and 936.

Step-by-step explanation:

To find the smallest number which is divisible by 624 and 936, we need to find the LCM of these numbers.

We can write these numbers as a FACTOR of 312 as follow:

624= 2 x 312

936= 3 x 312

Now,

LCM(624,936)= 312 x 2 x 3

=> 1872

Here is your solution

GIVEN :-

A man had rupees 75000 .

invested RS 35,000 in a company which PAYS him 9%

75000-35000=Rs. 40000(rest amount )

To find the total compound interest received by him after 2 years:-

CASE :-1

Rs. 35000 at 9% interest:-

A = p (1+r/100)^t

A=35000 (1+9/100)^2

A= Rs 4158.3✔

Case:- 2

Rs 40000 at 9.5% interest :-

A=p (1+r/100)^t

A=40000 (1+9.5)^2

A= Rs 47961✔

Total amount = 41583.5+47961=89544.5

Compound interest =  89544.5 - 75000

=>Rs14544.5

Hence,

Total compound interest received by him after 2 years is Rs 14544.5

Hope it helps you

Hey MATE ,
this SIGN (^) is used for WRITING the power of the numbers.
eg-
two to the power 5 can be written as 2^5

hope it HELPS you

CONE

the other SHAPE will be cone HOPE

it will HELP you

Ur answer is in the pic
HOPE it will HELP u
plz mark as BRAINLIEST

41 is the correct ANSWER 100,Percent SURE

" " 70 0 HOPE it HELPS you

Kx²-14x+8=0 x=2
K2²-14×2+8=0
2K²-28+8=0
2K²=20
K=5

48-25 =23 .............

Here AREA of WHITE washing =

After all calculations u will GET area and then just multiple with 10 to get cost of white washing

Answer:231.7

Step-by-step EXPLANATION:

For POTATOES 5×18.75=93.7

For ONIONS 3×22.50=67.5

For potatoes 2×35.25=70.5

Adding all COST =93.7+67.5+70.5=231.7

PROBABILITY will be 3

Axx2+bxy2=1axx2+bxy2=1

Rearranging this into a nicer form:

y2=−b2∗x2a2−x2y2=−b2∗x2a2−x2

A VERTICAL ASYMPTOTE will OCCUR when the denominator = 0.Therefore :

x=+/−ax=+/−a

For the HORIZONTAL asymptope take the limit as x → infinity

y2=limx→infinity−b2∗x2x2a2x2−1y2=limx→infinity−b2∗x2x2a2x2−1

y2=limx→infinityb21y2=limx→infinityb21

Therefore Horizontal assomtyopes at :

y=+/−b

We can solve this using substitution method.

Claim: T(n) <= c n^2

IH: We ASSUME that claim is true for all values of n < m.  

INDUCTIVE Step: T(m) = T(m/4) + T(3m/4) + m^2

<= cm^2/16 + c 9 m^2 / 16 + m^2

= cm^2 (1/16 + 9/16 + 1/c)

= c m^2 (10/16 + 1/c)

<= c m^2   as long as 1/c <= 6/16.   So, we can choose a value of c >= 16/6 and the rest of the math holds up.

QED.

Therefore, by PMI, T(n) <= c n^2, that is, T(n) = O(n^2).

Alternative Proof:

FOLLOW the same logic, but instead of c, USE a larger constant such as 10.

T(n) = 10 n^2/16 +  10 9n^2/16 + n^2.

      <= 10 n^2

Solution:

FIRSTLY We NEED to convert each of these terms in

simple factors forms and then CHOOSE the common factors

i)

12x, 36

12x =2×2×3×x

36=2×2×3×3

 Common

Factor are 2,2,3

 2×2×3=12

A +B = -1

and a*b = 1

1/a +1/b = (a*b )/(a+b)

= 1/(-1) = -1
I take ALPHA =a & BETA = b

FIRST CALCULATE 10% of 1×1000000

10/100×1000000

=100000

Now calculate 2.5% of 100000

2.5/100×100000

2.5×1000

=25×100

=2500

1/3 is the ratio of BOYS in the CLASS . Please MAKE me as a brainalist

No. of SPHERE FORMED will be 28.125