English

Solve the following riddle: I am a number, Tell my identity! Take me seven times over And add a fifty! To reach a triple century You still need forty! - Mathematics

Advertisements
Advertisements

Question

Solve the following riddle:

I am a number,

Tell my identity!

Take me seven times over

And add a fifty!

To reach a triple century

You still need forty!

Sum

Solution

Let the number be x.

(7x + 50) + 40 = 300

7x + 90 = 300

7x = 300 − 90     ...(Transposing 90 to R.H.S.)

7x = 210

Dividing both sides by 7,

`(7x)/7 = 210/7`

x = 30

Therefore, the number is 30.

shaalaa.com
  Is there an error in this question or solution?
Chapter 4: Simple Equations - Exercise 4.4 [Page 92]

APPEARS IN

NCERT Mathematics [English] Class 7
Chapter 4 Simple Equations
Exercise 4.4 | Q 4 | Page 92

Video TutorialsVIEW ALL [1]

RELATED QUESTIONS

The length of a rectangle is two times its breadth. Its perimeter is 60 cm.

  1. If the breadth of rectangle is x cm, the length of the rectangle is ______.
  2. Perimeter in terms of x is ______.
  3. The equation formed is ______.
  4. The solution of the equation is ______.

The length of a rectangle is two times its breadth. Its perimeter is 60 cm.

The solution of the equation is ______.


In a bag there are 5 and 2 rupee coins. If they are equal in number and their worth is ₹ 70, then 

The equation formed is ______.


In a Mathematics quiz, 30 prizes consisting of 1st and 2nd prizes only are to be given. 1st and 2nd prizes are worth ₹ 2000 and ₹ 1000, respectively. If the total prize money is ₹ 52,000 then show that:

The equation formed is ______.


In a Mathematics quiz, 30 prizes consisting of 1st and 2nd prizes only are to be given. 1st and 2nd prizes are worth ₹ 2000 and ₹ 1000, respectively. If the total prize money is ₹ 52,000 then show that:

The number of 1st prizes are ______ and the number of 2nd prizes are ______.


The sum of twice a number and 4 is 18.


My younger sister's age today is 3 times, what it will be 3 years from now minus 3 times what her age was 3 years ago. Find her present age.


Anamika thought of a number. She multiplied it by 2, added 5 to the product and obtained 17 as the result. What is the number she had thought of?


Each of the 2 equal sides of an isosceles triangle is twice as large as the third side. If the perimeter of the triangle is 30 cm, find the length of each side of the triangle.


A girl is 28 years younger than her father. The sum of their ages is 50 years. Find the ages of the girl and her father.


Share
Notifications

Englishहिंदीमराठी


      Forgot password?
Use app×