Answer:
Let charge per day be $x and charge per mile be $y
then:
as per the given condition we have;
3x + 300y =159 .....[1]
5x + 600y = 289 .....[2]
Multiply equation [1] both sides by 5 we get;
Using distributive property:
15x+1500y = 795 .....[3]
Multiply equation [2] by 3 both sides we get;
Using distributive property:
15x+1800y = 867 .....[4]
Subtract equation [3] from [4] to eliminate x and solve for y;
15x+1800y-15x-1500y = 867 -795
Combined like terms;
300y = 72
Divide both sides by 300 we get;
⇒ y =$0.24 per mile.
Now substitute this value y in equation [1] to solve for x;
3x + 300(0.24) =159
3x + 72 =159
Subtract 72 both sides we get;
3x + 72 -72 = 159 -72
Simplify:
3x = 87
Divide both sides by 3 we get;
Therefore, the best rental charges per day is, $ 29 and the charges per mile is, $0.24
Use this information to determine the probability of
selecting
1) a white marble
2) a red marble
3) a yellow marble
4) a purple marble
5) a black marble
Answer:
1) 1/23 2) 6/23 3) 2/23 4) 0/23 5) 7/23
Step-by-step explanation:
There are 23 marbles in total.
1) 1/23 There is 1 white marble.
2) 6/23 There are 6 red marbles.
3) 2/23 There are 2 yellow marbles.
4) 0/23 There are 0 purple marbles.
5) 7/23 There are 7 black marbles.
The price of the robotics kits after both discounts is $25.5
The price at which something is sold, after reducing some amount from the regular price, is called discount price.
Given that, you have a coupon for an additional 25% off the price of any sale item at the store. the store has put a robotics kit on sale for 15% off the original price of $40.
Here, two discounts are given, at 25% and at 15%
Therefore, the selling price (price after the discounts) = 40x(100-25)/100x(100-15)/100
= 40x75/100x85/100
= 51/2
= 25.5
Hence, the price after the discounts is $25.5
For more references on discount price, click;
#SPJ1
Move all terms that don't contain c to the right side and solve.
Answer: c = 0