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Good Afternoon,
Solve the above riddle please.
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Is 32 the right answer?
Answers
Answered by
5
Hey There,
Here, we will assume three variables, and solve it using the three equations formed by the first three rows of the image.
Let Value of Tree = x
Value of one Apple = y
Value of one Banana = z
Now, in the first row, we are adding 3 trees, and each has 4 apples on it.
In all there are 3 trees, 12 apples. Total value is 60. Equation will be:
3x + 12y = 60
So, 3(x+4y) = 60
So, x + 4y = 20 -----(1)
Now, second row, we are adding 1 apple, and 6 bananas. Total value is 20. Equation is:
y + 6z = 20 ----- (2)
Now, in third row, we are adding 1 Tree, and 2 apples. Value is 16. So we get:
x + 2y = 16 ----- (3)
__________________________________
Now, we need to solve the three equations.
Subtract equation (3) from equation (1)
(x+4y) - (x+2y) = 20 - 16
So, 2y = 4
So, y = 2
Next, put y=2 in equation (3)
x+2y = 16
So, x+4 = 16
So, x = 12
Now, put y=2 in equation (2)
y+6z = 20
So, 2 + 6z = 20
So, 6z = 18
So, z = 3
_______________________________________
Now, we finally have:
Value of one Tree = x = 12
Value of one Apple = y = 2
Value of one Banana = z = 3
_____________________________________
Now, let us proceed to the last row, the question:
[1 Apple] * [1 Tree + 3 Apples] + 2 Bananas
= 2 * (12+(2*3)) + (2*3)
= 2 * 18 + 6
= 36 + 6
= 42
Thus, the answer is 42.
Hope it helps
Purva
Brainly Community
Here, we will assume three variables, and solve it using the three equations formed by the first three rows of the image.
Let Value of Tree = x
Value of one Apple = y
Value of one Banana = z
Now, in the first row, we are adding 3 trees, and each has 4 apples on it.
In all there are 3 trees, 12 apples. Total value is 60. Equation will be:
3x + 12y = 60
So, 3(x+4y) = 60
So, x + 4y = 20 -----(1)
Now, second row, we are adding 1 apple, and 6 bananas. Total value is 20. Equation is:
y + 6z = 20 ----- (2)
Now, in third row, we are adding 1 Tree, and 2 apples. Value is 16. So we get:
x + 2y = 16 ----- (3)
__________________________________
Now, we need to solve the three equations.
Subtract equation (3) from equation (1)
(x+4y) - (x+2y) = 20 - 16
So, 2y = 4
So, y = 2
Next, put y=2 in equation (3)
x+2y = 16
So, x+4 = 16
So, x = 12
Now, put y=2 in equation (2)
y+6z = 20
So, 2 + 6z = 20
So, 6z = 18
So, z = 3
_______________________________________
Now, we finally have:
Value of one Tree = x = 12
Value of one Apple = y = 2
Value of one Banana = z = 3
_____________________________________
Now, let us proceed to the last row, the question:
[1 Apple] * [1 Tree + 3 Apples] + 2 Bananas
= 2 * (12+(2*3)) + (2*3)
= 2 * 18 + 6
= 36 + 6
= 42
Thus, the answer is 42.
Hope it helps
Purva
Brainly Community
Answered by
2
Hey...!! HERE IS YOUR ANSWER WITH EXPLANATION......!!
The value of One Apple. = 2
The value of One Tree. = 12
The value of One Banana. = 3
In the Last It says that What is the value of -
1 Apple × 1 Tree with 3 Apples + 2 Bananas
2 × ( 12 + 6 ) + 6
2 × 18 + 6
36 + 6
42....
HENCE, THE ANSWER IS 42.....
™Hope It Will Help You..
@ujjwalusri
The value of One Apple. = 2
The value of One Tree. = 12
The value of One Banana. = 3
In the Last It says that What is the value of -
1 Apple × 1 Tree with 3 Apples + 2 Bananas
2 × ( 12 + 6 ) + 6
2 × 18 + 6
36 + 6
42....
HENCE, THE ANSWER IS 42.....
™Hope It Will Help You..
@ujjwalusri
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