Home
Class 7
MATHS
Simplify : (2.5xx40.4)/(50)...

Simplify :
`(2.5xx40.4)/(50)`

Text Solution

AI Generated Solution

The correct Answer is:
To simplify the expression \((2.5 \times 40.4) / 50\), we will follow these steps: ### Step 1: Multiply 2.5 and 40.4 First, we need to calculate the product of \(2.5\) and \(40.4\). \[ 2.5 \times 40.4 \] ### Step 2: Perform the multiplication To multiply \(2.5\) and \(40.4\), we can break it down: - \(2.5\) can be written as \(25/10\). - \(40.4\) can be written as \(404/10\). Now, multiply: \[ \frac{25}{10} \times \frac{404}{10} = \frac{25 \times 404}{100} \] Calculating \(25 \times 404\): \[ 25 \times 404 = 10100 \] So, \[ \frac{10100}{100} = 101 \] ### Step 3: Divide the result by 50 Now we take the result from the multiplication and divide it by \(50\): \[ \frac{101}{50} \] ### Step 4: Perform the division Now, we divide \(101\) by \(50\): \[ 101 \div 50 = 2.02 \] ### Final Answer Thus, the simplified result of \((2.5 \times 40.4) / 50\) is: \[ \boxed{2.02} \] ---
Promotional Banner

Topper's Solved these Questions

Similar Questions

Explore conceptually related problems

Simplify : (-5\ xx2/(15))(6\ xx2/9)

Simplify. (i) (25 xx t^(-4))/(5^3 xx 10 xx t^(-8)) (t != 0) (ii) (3^(-5) xx 10^(-5) xx 125)/(5^(-7) xx 6^(-5))

Simplify : ((25)/8xx2/5)-\ (3/5xx(-10)/9)

Simplify : (4.5xx2+6.6)div0.03

Simplify: 5/8+2/5+3/4

Simplify : ((-3)/2xx4/5)+(9/5xx(-10)/3)-(1/2xx3/4)

Simplify: (i) 3^2xx10^4 (ii) 5^3xx2^4

Simplify: (i) 3^2xx10^4 (ii) 2^4xx3^2 (iii) 5^2xx3^4

Simplify: (-2)^3xx(-10)^3 (ii) (-2)^4xx(-5)^2

Simplify: (i) (12^4xx9^3xx4)/(6^3xx8^2xx27) (ii) (25xx5^2xxt^8)/(10^3xxt^4) (iii) (3^5xx10^5xx25)/(5^7xx6^5)