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After one week, Reggie has 195 trade cards. He buys 16 more trade cards every week. he have 371 trading cards after 12th week.
According to the question, given that
After one week, Reggie has 195 trade cards. He buys 16 more trade cards every week.
he have trading cards in the 12th week = 195 + 16 * (12 - 1)
= 195 + 16 * 11
= 195 + 176
= 371
Therefore, we get after solve 371 trading cards after 12th week.
Mathematicians refer to equations with a degree of 1 as linear equations. The largest exponent of terms in these equations is 1, which equals. These can also be broken down into linear equations with one variable, two variables, three variables, etc. A linear equation with the variables X and Y has the conventional form a X + b Y - c = 0, where a and b are the corresponding coefficients of X and Y and c is the constant.
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Reggie has 195 trade cards after a week. Each week, he purchases 16 additional trading cards. After the 12th week, he had 371 trading cards.
In response to the query, assuming that
Reggie has 195 trade cards after a week. Each week, he purchases 16 additional trading cards.
he have trading cards in the 12th week = 195 + 16 * (12 - 1)
= 195 + 16 * 11
= 195 + 176
= 371
As a result, by the end of the 12th week, we have solved 371 trade cards.
Equations with a degree of 1 are referred to be linear equations by mathematicians. In these equations, the term with the biggest exponent is equal, or 1. These can also be reduced to linear equations involving one, two, three, etc. variables. The standard form of a linear equation with the variables X and Y is a X + b Y - c = 0, where a and b are the corresponding coefficients of X and Y, and c is the constant.
