QuestionFind the value of $1+7$ based on the pattern: $2+3=25$ , $4+5=45$ , $0+8=40$ .

Studdy Solution

STEP 1

Assumptions1. The problem is a pattern problem, not a traditional arithmetic problem. . The pattern is consistent across all given equations.

STEP 2

Observe the given equations to identify the pattern. $2+=25$ $4+5=45$ $0+8=40$

STEP 3

Notice that the result of each equation is a two-digit number, where the first digit is the same as the first number in the equation, and the second digit is the same as the second number in the equation.

STEP 4

Apply the identified pattern to the unknown equation.
$1+7=?$

STEP 5

According to the pattern, the result should be a two-digit number where the first digit is the same as the first number in the equation (1), and the second digit is the same as the second number in the equation (7).

STEP 6

Combine the two digits to form the result.
$1+=17$ So, the solution to the problem is17.

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QuestionFind the value of $1+7$ based on the pattern: $2+3=25$ , $4+5=45$ , $0+8=40$ .

Studdy Solution

STEP 1

Assumptions1. The problem is a pattern problem, not a traditional arithmetic problem. . The pattern is consistent across all given equations.

STEP 2

Observe the given equations to identify the pattern. $2+=25$ $4+5=45$ $0+8=40$

STEP 3

Notice that the result of each equation is a two-digit number, where the first digit is the same as the first number in the equation, and the second digit is the same as the second number in the equation.

STEP 4

Apply the identified pattern to the unknown equation.
$1+7=?$

STEP 5

According to the pattern, the result should be a two-digit number where the first digit is the same as the first number in the equation (1), and the second digit is the same as the second number in the equation (7).

STEP 6

Combine the two digits to form the result.
$1+=17$ So, the solution to the problem is17.

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QuestionFind the value of 1+71+71+7 based on the pattern: 2+3=252+3=252+3=25, 4+5=454+5=454+5=45, 0+8=400+8=400+8=40.

Studdy Solution

STEP 1

Assumptions1. The problem is a pattern problem, not a traditional arithmetic problem. . The pattern is consistent across all given equations.

STEP 2

Observe the given equations to identify the pattern.2+=252+=252+=254+5=454+5=454+5=450+8=400+8=400+8=40

STEP 3

Notice that the result of each equation is a two-digit number, where the first digit is the same as the first number in the equation, and the second digit is the same as the second number in the equation.

STEP 4

Apply the identified pattern to the unknown equation.1+7=?1+7=?1+7=?

STEP 5

According to the pattern, the result should be a two-digit number where the first digit is the same as the first number in the equation (1), and the second digit is the same as the second number in the equation (7).

STEP 6

Combine the two digits to form the result.1+=171+=171+=17So, the solution to the problem is17.

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Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionFind the value of $1+7$ based on the pattern: $2+3=25$ , $4+5=45$ , $0+8=40$ .

Observe the given equations to identify the pattern. $2+=25$ $4+5=45$ $0+8=40$

Apply the identified pattern to the unknown equation.
$1+7=?$

Combine the two digits to form the result.
$1+=17$ So, the solution to the problem is17.