Question

find a number whose 1. 75% ois 225 .2. 17 %is 85
answer with explanation​

Answer 1

Step-by-step explanation:

गाँव वालो की निस्वार्थ सेवा करने

Answer 2

$\huge {\purple {\mathbb {\boxed {ANSWER:1}}}}$

Let the number be x

Hence,

75% of x = 225

= $\large {\frac{75}{100} \times x = 225}$

= $\large { \frac{3}{4} \times x = 225}$

= $\large { \frac{3x}{4} = 225}$

= $\large { 3x = 225 \times 4}$

= $\large {x = \frac{ 225 \times 4}{3} }$

= $\large {x = 75 \times 4}$

= $\large {x = 300}$

Hence, the required number is 300

$\huge {\orange {\mathbb {\boxed {ANSWER:2}}}}$

Let the number be x

Hence,

17% of x = 85

= $\large {\frac{17}{100} \times x = 85}$

= $\large { \frac{17x}{100} = 85}$

= $\large { 17x = 85 \times 100}$

= $\large {x = \frac{ 85 \times 100}{17} }$

= $\large {x = 5 \times 100}$

= $\large {x = 500}$

Hence, the required number is 500

Hope thi helped...