the difference between compound interest and simple interest on a certain principle for 2 years at rate of 4%per annum is Rs 150 . Find the principle​

Answer:

Explanation:

Most of the Ajanta paintings were done in the light of torches, as caves used to be dark from inside. The colours used in the paintings were made of plants and minerals and are vivid even after 1500 years.

Answer:

∙ The paintings of Ajanta are world famous. Ajanta is a place where several caves were hollowed out of the hills over centuries.

∙ These were built by the Mahayana sect of Buddhism.

∙ Most of these were Buddhist monasteries while some of them were decorated with paintings. These caves are dark from inside and paintings may have been made light of lamps and torches.

∙ These paintings contained the stories from jatakas and life of Buddha. The most famous painting is that of Bodhisattva Padmapani.

∙ The colours are vivid even after 1500 years.

∙ These colours were made of plants and minerals.

Answer:

SEE THIS ATTACHMENT AND PLZ MARK ME AS BRAINLIEST I REQUEST YOU..PLEASE

Answer:

41

Step-by-step explanation:

using bodmas rule first the bracket should be done

so 2(4*3+7)+3 =2(19)+3 because multiplication should be done first the addition

then 38+3 = 41

The value of the expression 2(4m + 7) + 3 when m = 3 is 41

Given :

The expression 2(4m + 7) + 3

To find :

The value of the expression 2(4m + 7) + 3 when m = 3 is

(a) 41

(b) 44

(c) 56

(d) 43

Solution :

Step 1 of 3 :

Write down the given expression

The given expression is 2(4m + 7) + 3

Step 2 of 3 :

Simplify the given expression

[tex] \sf 2(4m + 7) + 3[/tex]

[tex] \sf = 8m + 14 + 3[/tex]

[tex] \sf = 8m + 17[/tex]

Step 3 of 3 :

Find the value of the expression

The value of the expression for m = 3 is obtained by putting m = 3 in the given expression

Hence the required value of the expression

[tex] \sf = (8 \times 3) + 17[/tex]

[tex] \sf =24 + 17[/tex]

[tex] \sf = 41[/tex]

Hence value of the expression 2(4m + 7) + 3 when m = 3 is 41

import java .util.*;

class lucky

{

public static void main (String args [ ] )

{

Scanner sc = new Scanner (System. in) ;

int n ;

int sq =0 ;

int d = 0 ;

int s = 0;

System. out.println ("ENTER A NUMBER ")

n = sc. next Int ( );

for ( int i = 1, i < n , i++)

{

d = n modules 10 ;

n = n /10;

sq = d * d ;

s = s+ sq ;

if ( s modules i = = 0)

{

System. out.println ( " LUCKYYYYY NUMBER!! " )

}

else

{

System. out.println ( " NOT SO LUCKY " )

}

}

}

}

• int n - for entering number
• int sq - for calculation of square
• int d - for taking out digit
• int s - for calculating sum
• int i - loop variable

SORRY MY PHONE DOES NOT HAS MODULES OPERATOR THAT'S WHY I'VE WRITTEN "modules "

Answer:

import java.util.*;

public class LuckyNumber

{

public static void main(String args[])

{

Scanner sc = new Scanner (System. in) ;

 int number ;

 int sq =0 , rem = 0,s = 0,rev = 0,count =0;

 System.out.println("ENTER A NUMBER ");

 number = sc. nextInt( );

  while(number != 0 )

  {

   rem = number % 10;

   rev = rev * 10 + rem;

   number /=10;

      count = count +1;

 } // while close

 for(int i = 1;i < count; i++)

 {

 rem = rev % 10 ;

 rev = rev /10;

               if(i%2 ==0) {

 sq = rem * rem ;

 s = s+ sq ;

               }  //if close

 }  // for close

 if ( s%9 == 0 )

 {

 System.out.println( " LUCKYYYYY NUMBER!! " );

 }//if close

 else

 {

              System.out.println( " NOT SO LUCKY " );

 }  //else close

               }//main close

               }// class close

OUTPUT :

ENTER A NUMBER

134359

LUCKYYYYY NUMBER!!

---------------------------------------

ENTER A NUMBER

12212

NOT SO LUCKY

Explanation: