Math, asked by devil242, 6 months ago

STD 9 th . Chapter Pairs of Equation.
The cost of 4 chairs and 5 tables is Rs.6600/- and the cost of 5 chair's and 3 table's as Rs.5000/- at the same prices . What are the prices of table and chair. Don't spam​

Answers

Answered by rajurcaregmailcom
1

Answer:

Let cost of chair be x and cost of table be y

The linear equation is

4x+5y=3200

take x=5

4(5)+5y=3200

5y=3200-20

5y=3180

y=636

therefore the first solution is

(5 , 636)

if we take y=4

4x+5(4)=3200

4x=3200-20

4x=3180

x=795

therefore the second solution is (795 , 4)

Step-by-step explanation:

let cost of chair be x and cost of table be y

The linear equation is

4x+5y=3200

take x=5

4(5)+5y=3200

5y=3200-20

5y=3180

y=636

therefore the first solution is

(5 , 636)

if we take y=4

4x+5(4)=3200

4x=3200-20

4x=3180

x=795

therefore the second solution is (795 , 4)

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Answered by fukru2
1

Step-by-step explanation:

यह कैसे होता है इस ईमेल में आपको अच्छी तरह से पता चलता है और आपके पास कोई भी प्रश्न है कृपया उत्तर को महसूस करें कि प्रश्न का उत्तर है या नहीं, मैं यह सुनिश्चित करने में सक्षम नहीं हूं कि क्या आप

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