Math / Algebra

QuestionIf $x=5 y$ , then $x \propto$

Studdy Solution

STEP 1

1. The equation $x = 5y$ indicates a direct relationship between $x$ and $y$ .
2. The symbol $\propto$ denotes proportionality.

STEP 2

1. Understand the meaning of proportionality.
2. Identify the relationship between $x$ and $y$ .
3. Express $x$ in terms of proportionality.

STEP 3

Proportionality means that one quantity is a constant multiple of another. If $x \propto y$ , then $x = ky$ for some constant $k$ .

STEP 4

Given $x = 5y$ , we can see that $x$ is a constant multiple of $y$ .

STEP 5

Since $x = 5y$ , we can say that $x$ is directly proportional to $y$ .
Thus, $x \propto y$ .

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QuestionIf $x=5 y$ , then $x \propto$

Studdy Solution

STEP 1

1. The equation $x = 5y$ indicates a direct relationship between $x$ and $y$ .
2. The symbol $\propto$ denotes proportionality.

STEP 2

1. Understand the meaning of proportionality.
2. Identify the relationship between $x$ and $y$ .
3. Express $x$ in terms of proportionality.

STEP 3

Proportionality means that one quantity is a constant multiple of another. If $x \propto y$ , then $x = ky$ for some constant $k$ .

STEP 4

Given $x = 5y$ , we can see that $x$ is a constant multiple of $y$ .

STEP 5

Since $x = 5y$ , we can say that $x$ is directly proportional to $y$ .
Thus, $x \propto y$ .

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QuestionIf x=5yx=5 yx=5y, then x∝x \proptox∝

Studdy Solution

STEP 1

1. The equation x=5y x = 5y x=5y indicates a direct relationship between x x x and y y y.2. The symbol ∝\propto∝ denotes proportionality.

STEP 2

1. Understand the meaning of proportionality.2. Identify the relationship between x x x and y y y.3. Express x x x in terms of proportionality.

STEP 3

Proportionality means that one quantity is a constant multiple of another. If x∝y x \propto y x∝y, then x=ky x = ky x=ky for some constant k k k.

STEP 4

Given x=5y x = 5y x=5y, we can see that x x x is a constant multiple of y y y.

STEP 5

Since x=5y x = 5y x=5y, we can say that x x x is directly proportional to y y y.Thus, x∝y x \propto y x∝y.

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QuestionIf $x=5 y$ , then $x \propto$

1. The equation $x = 5y$ indicates a direct relationship between $x$ and $y$ .
2. The symbol $\propto$ denotes proportionality.

1. Understand the meaning of proportionality.
2. Identify the relationship between $x$ and $y$ .
3. Express $x$ in terms of proportionality.

Proportionality means that one quantity is a constant multiple of another. If $x \propto y$ , then $x = ky$ for some constant $k$ .

Given $x = 5y$ , we can see that $x$ is a constant multiple of $y$ .

Since $x = 5y$ , we can say that $x$ is directly proportional to $y$ .
Thus, $x \propto y$ .