Question

100 Points
Peter is 2 years older than Winnie. Peter's age is 16 years less than seven times Winnie's age. The equations below model the relationship between Peter's age (p) and Winnie's age (w):p = w 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages? Solve w 2 = 7w − 16 to find the value of w. Solve p 2 = 7p − 16 to find the value of p. Write the points where the graphs of the equations intersect the x axis. Write the points where the graphs of the equations intersect the y axis.

Answer 1

Answer:

the action or process of moving or being moved.

"the laws of planetary motion"

Answer 2

Answer:

p = w + 2

p = w + 2p = 7w − 16

p = w + 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages?

p = w + 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages?Solve w + 2 = 7w − 16 to find the value of w.

p = w + 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages?Solve w + 2 = 7w − 16 to find the value of w.Solve p + 2 = 7p − 16 to find the value of p.

p = w + 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages?Solve w + 2 = 7w − 16 to find the value of w.Solve p + 2 = 7p − 16 to find the value of p.Write the points where the graphs of the equations intersect the x axis.

p = w + 2p = 7w − 16Which is a possible correct method to find Peter's and Winnie's ages?Solve w + 2 = 7w − 16 to find the value of w.Solve p + 2 = 7p − 16 to find the value of p.Write the points where the graphs of the equations intersect the x axis.Write the points where the graphs of the equations intersect the y axis.

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