Question

Adult tickets to an amusement park cost dollars. Children's tickets cost dollars. The Henson family bought 3 adult and 1 child tickets for $156. The Garcia family bought 2 adult and 3 child tickets for $153.

Part 1 out of 2
Drag and drop each term into the correct box to complete the equations to represent the Hensons' cost and the Garcias' cost.

Answer 1

?

Answer 2

it doesnt say how much

Answer 3

what do u mean

Answer 4

nvm

Answer 5

i cant help you on this i thought i could but ask @tetsxpreme

Answer 6

ok thx any way

Answer 7

"Adult tickets to an amusement park cost dollars. Children's tickets cost dollars. "

since tose amounts of money are empty, im assuming thats what you have to find -- so off we start

The Henson family bought `3 adult` and `1 child` tickets for `$156`.

The Garcia family bought `2 adult` and `3 child` tickets for `$153`.

let the adults tickets be \(x\), and the child tickets be \(y\)

from that, we can write this system:

\[ \begin{cases} 3x +y = $156 \\ 2x+3y= $153 \end{cases} \]
do you know how to solve this system?

Answer 8

Jed is graphing the design for a kite on a coordinate grid. The four vertices of the kite are at (−
4
3
,
2
3
), (
14
3
, −
4
3
), (
14
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, −
16
3
), (
2
3
, −
16
3
). One kite strut will connect points and . The other will connect points and . Find the point where the struts cross. Enter your answer using improper fractions in simplest form.


The struts cross at .