Given pq and point that lies on pq such that point lies 7 / 9 of the length of pq from point p along pq:
a. sketch the situation described.
b. is point closer to p or closer to and how do you know?
c. use the given information to determine the following ratios:
i. pr: pq
ii. : pq
iii. pr:
iv. : pr
d. if the coordinates of point p are (0, 0) and the coordinates of point are (14, 21), what are the coordinates
of point

Point R is closer to Q.

Step-by-step explanation:

Correct Question Statement:

Given PQ and point R that lies on PQ such that point ???? lies 7 / 9 of the length of PQ from point P along PQ:

a. Sketch the situation described.

b. Is point R closer to P or closer to R, and how do you know?

c. Use the given information to determine the following ratios:

i. PR: PQ

ii. RQ: PQ

iii. PR: RQ

iv. RQ: PR

d. If the coordinates of point P are (0, 0) and the coordinates of point R are (14, 21), what are the coordinates

of point Q.

ANSWER

a. PQ is the line as shown below:

P_______R__Q

Point R lies at 7/9 means if PQ is divided in 9 parts then R lies at 7th place.

b. point R is closer to Q as shown above.

c. Ratios:

i. PR:PQ = 7:9.

ii. RQ:PQ = 2:9

iii. PR:RQ = 7:2.

iv. RQ:PR = 2:7.

d. Suppose coordinates of Q are (x,y)

7/9 of x is 14 → (7/9)*x = 14 → x = = 18

7/9 of y is 21 → (7/9)*y =21 → y = =27

Thus, Q(18,27) are required coordinates.

$450

step-by-step explanation:

first, you have to multiply 150x2=300

next, you have to add 150+300= 450

answer: i think one of the answer is $150 and $300?

step-by-step explanation: