Let's solve this step by step:

Step 1: Let's assume the amount with A as 'a', with B as 'b', with C as 'c' and with D as 'd'.

Step 2: According to the problem, B has an amount equal to the amount with A and D together. So, we can write it as:
b = a + d ----(Equation 1)

Step 3: It is also given that C has twice as much amount as that of B. So, we can write it as:
c = 2b ----(Equation 2)

Step 4: We also know that the total amount among A, B, C and D is Rs.16,000. So, we can write it as:
a + b + c + d = 16000 ----(Equation 3)

Step 5: Now, we can substitute equation 1 and equation 2 in equation 3. So, it becomes:
a + (a + d) + 2(a + d) + d = 16000
4a + 4d = 16000
a + d = 4000 ----(Equation 4)

Step 6: From equation 2, we know that c = 2b. But from equation 1, we know that b = a + d. So, substituting b in equation 2, we get:
c = 2(a + d)
c = 2 * 4000 (from equation 4)
c = 8000

So, the amount with C is Rs.8000.

Question

Let's solve this step by step:

Step 1: Let's assume the amount with A as 'a', with B as 'b', with C as 'c' and with D as 'd'.

Step 2: According to the problem, B has an amount equal to the amount with A and D together. So, we can write it as:
b = a + d  ----(Equation 1)

Step 3: It is also given that C has twice as much amount as that of B. So, we can write it as:
c = 2b  ----(Equation 2)

Step 4: We also know that the total amount among A, B, C and D is Rs.16,000. So, we can write it as:
a + b + c + d = 16000  ----(Equation 3)

Step 5: Now, we can substitute equation 1 and equation 2 in equation 3. So, it becomes:
a + (a + d) + 2(a + d) + d = 16000
4a + 4d = 16000
a + d = 4000  ----(Equation 4)

Step 6: From equation 2, we know that c = 2b. But from equation 1, we know that b = a + d. So, substituting b in equation 2, we get:
c = 2(a + d)
c = 2 * 4000 (from equation 4)
c = 8000

So, the amount with C is Rs.8000.

Knowee AI · Accepted Answer

Let's solve this step by step:

Step 1: Let's assume the amount with A as 'a', with B as 'b', with C as 'c' and with D as 'd'.

Step 2: According to the problem, B has an amount equal to the amount with A and D together. So, we can write it as:
b = a + d  ----(Equation 1)

Step 3: It is also given that C has twice as much amount as that of B. So, we can write it as:
c = 2b  ----(Equation 2)

Step 4: We also know that the total amount among A, B, C and D is Rs.16,000. So, we can write it as:
a + b + c + d = 16000  ----(Equation 3)

Step 5: Now, we can substitute equation 1 and equation 2 in equation 3. So, it becomes:
a + (a + d) + 2(a + d) + d = 16000
4a + 4d = 16000
a + d = 4000  ----(Equation 4)

Step 6: From equation 2, we know that c = 2b. But from equation 1, we know that b = a + d. So, substituting b in equation 2, we get:
c = 2(a + d)
c = 2 * 4000 (from equation 4)
c = 8000

So, the amount with C is Rs.8000.

Four persons A, B, C and D have a total amount of Rs.16,000 among them. B has an amount equal to the amount with A and D together. If C has twice as much amount as that of B, then find the amount with C (in Rs.).

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