Here, C = P (1 + r)n 

51874.85 = 20000 (1 + r)n

So,1+10100n=51874.8520000=2.59374

So, 1110n=111010

so,  n = 10

Required time = 10 Years (Ans)

In a factory, 60% workers like tea, and 30% workers like tea but not coffee. Find the number of workers:
2.

Who like both the drinks?

Created: 1 month ago | Updated: 8 hours ago

Here, Applying 2 by 2 Matrix Concept,

 

T

T'

 

C

30

40

 

C'

30

0

30

 

60

40

100

So, Number of Workers Like Both the Drink=30 (Ans)

In a factory, 60% workers like tea, and 30% workers like tea but not coffee. Find the number of workers:
3.

Who like coffee but not tea assuming 100% workers like either tea or coffee?

Created: 1 month ago | Updated: 8 hours ago

 

T

T'

 

C

30

40

 

C'

30

0

30

 

60

40

100

So, Number of Workers Like Coffee but not Tea =40 (Ans)

Let, Number of Benches be x

Atq, 4(x - 3) = 3x + 6

⇒ 4x - 12 = 3x + 6

⇒ x = 18

So, Number of Students = 18 × 3 + 6 = 60 (Ans)

Here, Applying Ratio Adjustment Concept, 

Initially, Price Ratio=16:23=160:230

Finally, Price Ratio=11:20=176:320

Now, 90 unit = 477 Tk.

390" = 2067 Tk.

Then, the original Prices of the two houses=2067 Tk. (Ans)

Here, Let Present age of Father be F and Son be S

Atq, (F - 20) = 4(S - 20)

So, F - 4S =-60....(i)

Again, (F + 4) = 2(S + 4)

So, F = 2S + 4 (ii)

From Equation (i) and (ii) we Get,

2S + 4 - 4S = - 60

So,  S=642=32 Years

And, F = 2S + 4 = 2 × 32 + 4 = 68 years

So, Present age of father=68 Years (Ans)

And, Present age of Son=32 Years (Ans)