The square of a number when decreased by 15 is twice the original number. Then the number is:
8 or 7
9 or 6
2 or -7
5 or -3
Let the number be x
Given, x2−15=2x
⇒ x2−2x−15=0
⇒ x2−5x+3x−15=0
⇒ x(x−5)+3(x−5)=0
(x−5)(x+3)=0
⇒ x=5 and x=−3
The square of a number, when decreased by 15, is twice the original number. What is the original number?
The square of a number is decreased by 15 which is twice the original number. What are the numbers?
When the square of a number is decreased by 15, it is equal to twice the original number. Find the possible values of the number.
The square of a number is decreased by 15 which is equal to twice the original number. Which of the following are true about the numbers?
The square of a number when decreased by 15 is equal to twice the original number. Which of the following are true about the numbers?