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What is the value of the final equation: White Dove x (3 Eggs) / Grey Pigeon?

Mathematics

ScanSolve AI Answer

Answer

54\text{54}

Step-by-step solution

5 steps
  1. Assign variables to each image.

    Let WW represent the white dove.
    Let GG represent the grey pigeon.
    Let EE represent a single egg.

  2. Solve the first equation.

    The first row shows three white doves adding up to 27:

    W+W+W=27W + W + W = 27 3W=273W = 27 W=273W = \frac{27}{3} W=9W = 9

    So, a white dove has a value of 9.

  3. Solve the second equation.

    The second row shows three grey pigeons multiplied together to equal 27:

    G×G×G=27G \times G \times G = 27 G3=27G^3 = 27 G=273G = \sqrt[3]{27} G=3G = 3

    So, a grey pigeon has a value of 3.

  4. Solve the third equation.

    The third row shows an egg plus a white dove multiplied by a grey pigeon, equaling 33. Remember to follow the order of operations (multiplication before addition):

    E+W×G=33E + W \times G = 33

    Substitute the values of W=9W=9 and G=3G=3:

    E+9×3=33E + 9 \times 3 = 33 E+27=33E + 27 = 33 E=33−27E = 33 - 27 E=6E = 6

    So, a single egg has a value of 6.

  5. Solve the final equation.

    The final row asks for the value of a white dove multiplied by three eggs, divided by a grey pigeon.
    First, determine the value of three eggs: 3E=3×6=183E = 3 \times 6 = 18.
    Now, substitute all known values into the expression:

    W×(3E)÷G=?W \times (3E) \div G = ? 9×18÷3=?9 \times 18 \div 3 = ?

    Follow the order of operations (multiplication and division from left to right):

    162÷3=?162 \div 3 = ? 54=?54 = ?

    The final answer is:

    54\text{54}
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