Answer:
67
Step-by-step explanation:
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70
11 less than two thirds of the sum of a twice a number and 19 is 95.
Let 'a number' be x.
Then, according to the question, the equation formed will be -
(2/3*(2x + 19)) - 11 = 95
Now, we will have to solve this linear equation to get the answer.
⇒ ((2/3 * 2x) + (2/3 * 19)) - 11 = 95⇒ ((2/3 * 2x) + (2/3 * 19)) = 95 + 11⇒ ((2/3 * 2x) + (2/3 * 19)) = 106⇒ (((2*2x)/3) + (2*19)/3) = 106⇒ 4x/3 + 38/3 = 106⇒ (4x+38)/3 = 106⇒ 4x+38 = 106 * 3⇒ 4x + 38 = 318⇒ 4x = 318 - 38⇒ 4x = 280⇒ x = 280/4⇒ x = 70 Ans.
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Answers & Comments
Answer:
67
Step-by-step explanation:
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Verified answer
Answer:
70
Step-by-step explanation:
11 less than two thirds of the sum of a twice a number and 19 is 95.
Let 'a number' be x.
Then, according to the question, the equation formed will be -
(2/3*(2x + 19)) - 11 = 95
Now, we will have to solve this linear equation to get the answer.
⇒ ((2/3 * 2x) + (2/3 * 19)) - 11 = 95
⇒ ((2/3 * 2x) + (2/3 * 19)) = 95 + 11
⇒ ((2/3 * 2x) + (2/3 * 19)) = 106
⇒ (((2*2x)/3) + (2*19)/3) = 106
⇒ 4x/3 + 38/3 = 106
⇒ (4x+38)/3 = 106
⇒ 4x+38 = 106 * 3
⇒ 4x + 38 = 318
⇒ 4x = 318 - 38
⇒ 4x = 280
⇒ x = 280/4
⇒ x = 70 Ans.
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