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Strike441 [17]
2 years ago
13

Simon is ordering a salad for lunch, he can choose one lettuce

Mathematics
1 answer:
Elis [28]2 years ago
8 0

The simon can order about 48 different salads out of 6 lettuce and 8 toppings.

<h3>What is arrangement?</h3>

An arrangement is defined as a combination of things that make up a design or that are laid out in a certain way.

here there are 8 toppings and 6 lettuce moxes to choose from.So there can be 8\times 6=48 arrangements of the salads re possible.

So Simon can order about 48 different salads out of 6 lettuce and 8 toppings

To know more about arrangements follow

brainly.com/question/6032811

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Write 5/15 in simplest form.
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Answer:

its 1/3

Step-by-step explanation:

take the fraction divided by 5

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Two sisters each bought 1 litter box, 10 cat toys an x bags of cat food. Write and simplify
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Answer:

2a + 20b +2xc = 2(a+10b+xc)

Step-by-step explanation:

Let a = one litter box, b = one cat toy and c = a bag of cat food

The 1 litter box = a,    10 cat toys = 10b and x bags of cat food = xc

For one sister, purchase = a + 10b + xc

And for two sisters,

total purchase = 2 x ( a + 10b + xc ) = 2(a+10b+xc)

                         = 2a + 20b + 2xc

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Helpppppppppppp 70,000x379=????
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Step-by-step explanation:

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Read 2 more answers
triangle MKL is an isosceles triangle with MK congruent to ML. If Mk=7x-15, KL=4x-5, and ML=10x-42, find x and the measure of ea
charle [14.2K]
<h2>Answer: </h2>

For given isosceles triangle ΔMKL with MK≅ML, <u>x=9; MK=48, KL=31, ML=48</u>.

<h3>Explanation:</h3>

An isosceles triangle has two of its 3 sides congruent.

For given ΔMKL, MK is congruent to ML (MK ≅ ML); i.e. length of side MK is equal to length of the side ML.

Given:

MK=7x-15

KL=4x-5

ML=10x-42

Equating MK with ML, we get:

MK=ML

7x-15 = 10x-42

Taking all x terms to the right,

42-15 = 10x-7x

27 = 3x

x=9

To find measure of each side MK, ML and KL; <u>substitute</u> the value of x=9 in corresponding equations.

MK = 7x-15  

= (7×9) - 15

= 63-15  

= 48

KL = 4x-5

= (4×9)-5

= 36-5

= 31

ML = 10x-42

= (10×9)-42

= 90-42

= 48

Therefore, for given ΔMKL with MK≅ML, x=9; MK=48, KL=31, ML=48.

5 0
3 years ago
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