Question

Divide the difference of 11/4 and17/5by the product of 26/3and2/10

Answer 1

Answer:

think you are confused with operations on fractions. So, I am doing step by step.

Step-by-step explanation:

product of −317 and −12=−317×−12=−31×−17×2=3114.

sum of −135 and 127=(−135)+(127)

=(−13×75×7)+(12×57×5)

=(−9135)+(6035)

=(135)(−91+60)=−3135.

Answer 2

• Ur Answer mate :-

Given :-

• Here we have to divide the difference of two fractions that are 11/4 and 17/5 by the product of another two fractions that are 26/3 and 2/10.

Let's find the difference first :

$\sf\implies{\dfrac{11}{4} - \dfrac{17}{5}}$

• The LCM will be 20

$\sf\implies{\dfrac{11}{4} - \dfrac{17}{5}}$

$\sf\implies{\dfrac{11 \times 5 - 17 \times 4}{20}}$

$\sf\implies{\dfrac{55 - 68}{20}}$

$\sf\implies{\dfrac{-13}{20}}$

Let's find the product now :

$\sf\implies{\dfrac{26}{3} \times \dfrac{2}{10}}$

$\sf\implies{\dfrac{52}{30}}$

$\sf\implies{\cancel \dfrac{52}{30}}$

•Here we have divided both "52" and "30" by 2

$\sf\implies{\dfrac{26}{15}}$

Let's find the final answer now:

•Difference = -13/20

•Product = 26/15

•As it's given we have to divide both the difference and product

$\sf\implies{\dfrac{-13}{20} \div \dfrac{26}{15}}$

$\sf\implies{\dfrac{-13}{20} \times \dfrac{15}{26}}$

• Here we have done the reciprocal of the another fraction that is '26/15'

$\sf\implies{\cancel \dfrac{-13 \times 15}{20 \times 26}}$

•Here we have divided 13 and 26 both by '13' and 20 and 15 both by '5'

$\sf\implies{\dfrac{-3}{4 \times 2}}$

$\sf\implies{\dfrac{-3}{8}}$

$\large\sf\implies\red{Final \: Answer \: = \dfrac{-3}{8}}$