Mixed Test (Maths)
Description: Equation solving problems. | |
Number of Questions: 17 | |
Created by: | |
Tags: Pradeep Kumar Tiwary Comparison of Rational Numbers Meaning and Need of Rational Numbers Writing Equivalent Rational Numbers Reducing Rational Numbers to Standard Form Representing Rational Numbers on Number Line Finding Value of the Expression Formation of an Equation Solution of an Equation Word Problems |
Let the transportation cost of red, blue, yellow and green toys be Rs. 15, Rs. 20, Rs. 25 and Rs. 30, respectively. Then, the difference between the total cost of transportation of all the toys and the cost of transportation of green toys is
Directions: Read the following passage and answer the given question.
Let there be four colours of toys in a shop, i.e. red, green, blue and yellow. There are 101 toys of red colour. The number of blue toys is 4 less than the number of green toys. The number of yellow toys is 3 more than the number of red toys and the number of green toys is 10 less than the number yellow toys. Now, let k, l, m and n be the numbers of red, blue, yellow and green toys, respectively.
In the equation 2m + k = n, what is the value of m?
Directions: Read the following passage and answer the given question.
Let there be four colours of toys in a shop, i.e. red, green, blue and yellow. There are 101 toys of red colour. The number of blue toys is 4 less than the number of green toys. The number of yellow toys is 3 more than the number of red toys and the number of green toys is 10 less than the number yellow toys. Now, let k, l, m and n be the numbers of red, blue, yellow and green toys, respectively.
The value of k + l is
Directions: Read the following passage and answer the given question.
Let there be four colours of toys in a shop, i.e. red, green, blue and yellow. There are 101 toys of red colour. The number of blue toys is 4 less than the number of green toys. The number of yellow toys is 3 more than the number of red toys and the number of green toys is 10 less than the number yellow toys. Now, let k, l, m and n be the numbers of red, blue, yellow and green toys, respectively.
The value of [k - {l - m} - (-n + 2k)] is
Directions: Read the following passage and answer the given question.
Let there be four colours of toys in a shop, i.e. red, green, blue and yellow. There are 101 toys of red colour. The number of blue toys is 4 less than the number of green toys. The number of yellow toys is 3 more than the number of red toys and the number of green toys is 10 less than the number yellow toys. Now, let k, l, m and n be the numbers of red, blue, yellow and green toys, respectively.
The value of (k + l)2 + (m - n)2 is.
Directions: Read the following passage and answer the given question.
Let there be four colours of toys in a shop, i.e. red, green, blue and yellow. There are 101 toys of red colour. The number of blue toys is 4 less than the number of green toys. The number of yellow toys is 3 more than the number of red toys and the number of green toys is 10 less than the number yellow toys. Now, let k, l, m and n be the numbers of red, blue, yellow and green toys, respectively.
Solve for x:
2x - 3 = 4x + 2
If 2x + 3 = 4, then the value of (4x + 2) will be
What is the value of (2k + 3l) if 2k(I + 2) = 4 and I + 4 = 2I + 2?
Which of the following is a perfect square?
Deepali has to travel a distance of 300 km. She walked for 2 hours at speed of 60.2 km/hr and the next 3 hours at 35.3 km/hr. How much distance does she still need to walk to complete the whole journey?
Solve for j if 3j + k = 2, k + 3m = 6 and 3m = 6m - 9.
Let k be a number which is 2 more than 3 times the even prime number and l be a number which 2 less than 4 times the first odd prime number. Then, the value of (k + l)(k + 2)(l - 3) will be
Which of the following expressions is/are monomial(s)?
Which of the following is a binomial expression?
What is the value of 301 x 101 + 10 x 215 when rounded off to the nearest ten?
What is the value of (201 x 25) + (51 x 13) when rounded off to the nearest hundred?
Which of the following expressions is/are correct with respect to commutative law?