Question

Bob has allocated a budget x for painting his shop however paint increased by 45% if bob decides to spend

Answer 1

Answer:

x+x multiplied 45/100 this equation can help u to solve it ,,,,,,,,

Answer 2

Given:

• Bob has $x$ rupees for painting his shop.
• The paint value increased by $45$%.

To find:

• How much Bob has to spend for painting his shop.

Step by step explanation:

• Bob decided to paint his shop for $x$ rupees.
• $x$ is the price of the pain before it is being raised.
• Since there is an increase of $45$% in the value of painting we need to find the equation for how much he has to spend to paint his shop.
• We know that the value of paint is $x$.
• We need to find what is $45$% in $x$.
• The $45$% in $x$ rupees is,

        $\frac{x}{100}(45)$

• Already the cost to paint his entire shop is rupees $x$, Now the price is increased by $45$% .
• Thus to find the overall cost to paint Bob entire shop we need to add the originally fixed amount $x$ rupees with $45$% of $x$ rupees.
• That is the total amount to paint Bob shop is,

        $Total amount=x+\frac{45}{100}(x)$

• This is the general equation to find the total amount required to paint Bob's entire shop.

Final answer:

• Bob has to spend $x+\frac{45}{100}(x)$ amount to money where $x$ is the price of the paint before it is raised to paint his entire shop.