Hey Friends!!
Let's see who can solve it first.
Here is a Reasoning puzzle:--
♤ + ♤ + (❆ - ♤) = 12
❆ x ☢ = 40
♤ + ♤ + ❆ = 16
♤ x ☢ = 20
Calculate the value of ♤, ❆ ,☢
Answers
Answered by
16
Here is your answer.
Let us solve from downwards,
Let ♤ be 4,
So,
4 × ☢ = 20
☢ = 20\4
☢ = 5
Now, 2 equation,
❆ × 5 = 40
❆ = 40\5
❆ = 8
Then,
Let us solve the first equation,
4 + 4 + (8-4) = 12
4 + 4 + 4 = 12
12 = 12
And, The third one
4 + 4 + 8 = 16
8 + 8 = 16
16 = 16
Therefore, The values are
♤ = 4
❆ = 8
☢ = 5
Answered by
6
☣️☣️☣️☣️ HEYA BUDDY ☣️☣️☣️☣️
⭐️⭐️⭐️ ANSWER ⭐️⭐️⭐️
⏩⏩ let ❄ be y, ☢️ be z and ♠️ be x
ATQ
x + x + ( y - x ) = 12
x + x + y - x = 12
x + y = 12. ...... (i)
y = 12 - x and put this in equation (ii)
y.z = 40 ...... (ii)
(12 - x) . z = 40
12z - 20 = 40
12 z = 20
z = 20/12
z = 5/3
x + x + y = 16
2x + y = 16 ....(iii)
x.z = 20 ....(iv)
x = 20/z and put this value in equation (ii)
x = 20.3/5
x = 12
y. 5/3 = 40
y = 24
✨ hOpE iT heLpS ❗️❗️
⭐️⭐️⭐️ ANSWER ⭐️⭐️⭐️
⏩⏩ let ❄ be y, ☢️ be z and ♠️ be x
ATQ
x + x + ( y - x ) = 12
x + x + y - x = 12
x + y = 12. ...... (i)
y = 12 - x and put this in equation (ii)
y.z = 40 ...... (ii)
(12 - x) . z = 40
12z - 20 = 40
12 z = 20
z = 20/12
z = 5/3
x + x + y = 16
2x + y = 16 ....(iii)
x.z = 20 ....(iv)
x = 20/z and put this value in equation (ii)
x = 20.3/5
x = 12
y. 5/3 = 40
y = 24
✨ hOpE iT heLpS ❗️❗️
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