Bananas cost $1.50 per pound, and guavas cost $3.00 per pound. Kiran spends $12on fruit for a breakfast his family is hosting. Let b be the number of pounds of bananas Kiran buys and g be the number of pounds of guavas he buys.

Respuesta :

Answer:

[tex]\$1.50b+\$3g=\$12[/tex]

Step-by-step explanation:

Given:

Bananas cost $1.50 per pound,

Guavas cost $3.00 per pound.

Kiran spends $12 on fruit for a breakfast.

Let b be the number of pounds of bananas Kiran buys.

Let g be the number of pounds of guavas Kiran buys.

Question asked: ( omitted to asked here )

a. Write an equation relating the two variables.

Solution:

Cost of banana per pound = $1.50

Cost of banana for [tex]b[/tex] pound =  $1.50 [tex]\times b[/tex]

Similarly, Cost of guavas per pound = $3.00

               Cost of guavas for [tex]g[/tex] pound = $3.00 [tex]\times g[/tex]

Now,

Total money spent on fruits by Kiran = $12

Cost of banana for [tex]b[/tex] pound + Cost of guavas for [tex]g[/tex] pound =  $12

The equation will be:-

$1.50 [tex]\times b[/tex] + $3.00 [tex]\times g[/tex] = $12

[tex]\$1.50b+\$3g=\$12[/tex]