If five times a number increased by six, the result is at least 26. What is the least possible number that satisfies these condition ?.

Respuesta :

The least possible number that satisfies the condition is 4

Let the number be a.

Thus,

Five (5) times the number = 5 × a = 5a

From the question given above, we were told that five (5) times the number when increased by 6 is 26. This can be written as:

5a + 6 = 26

Finally, we shall determine the value of a. This can be obtained as follow:

5a + 6 = 26

Collect like terms

5a = 26 – 6

5a = 20

Divide both side by 5

a = 20 / 5

a = 4

Therefore, the least possible number that satisfies the condition is 4

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