8. Divide 20 pens between Sheela
and Sangeeta in the ratio of 3:2.
O Sheela = 15 pens, Sangita = 5 pens
Sheela = 8 pens, Sangita = 12 pens
O Sheela = 12 pens, Sangita = 8 pens
O None of these
Answers
total pens=20
let the ratio be as x
3x+2x=20
x=4
therefore the no.of pens with sheela is 3×4=12
no. of pens with Sangeetha =3×2=6
option c is correct
Answer:
O) Sheela = 12 pens and Sangeeta = 8 pens
Step by step solutions :
Given, the ratio of 3:2
Given, the ratio of 3:2whose two parts are 3 and 2
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20pens
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 5
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8 5
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8 52
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8 52
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8 52 ×20=8
Given, the ratio of 3:2whose two parts are 3 and 2the sum of two parts 3+2=5if there are 5 pens sheela will get 3 and sangeeta will get 2therefore, if we have 20penssheela = \frac{3}{5}\times20=12 53 ×20=12sangeeta= \frac{2}{5}\times20=8 52 ×20=8hence, out of 20 pens sangeeta gets 8 and sheela gets 12.