Integers are all numbers without decimal point.
z will always be greater than x
Given that:
Open the bracket
Rewrite as:
From the question, we understand that y is positive.
This means that, irrespective of whether x is positive or negative; the value of z will always be greater than x.
Read more about integers at:
Answer:
Yes, z will be greater than x.
Step-by-step explanation:
Given expression is
now let y = 2 and x = 1
Then,
where i.e. 3 > 1
on simplifying the given expression in terms of y
now suppose if x = 7 and z=3 then,
which gives value of y in terms of negative integer which is not possible according to the given statement since y is a positive integer. Therefore, if y is a positive integer then z will be greater than x.
Answer
Find out the what is the best estimate of the number of liters Ajay's car used .
To prove
As given
Ajay's car used 314 gallons of gas on a trip to the beach.
Assume 1 gallon = 3.8 liters
Than
The number of liters Ajay's car used = 314 × 3.8
= 1193.2 litres
Therefore 1193.2 litres Ajay's car used .
Answer:
Surface Area of the juice box = 269.6 cm²
Step-by-step explanation:
The dimensions of the box in shape of rectangular prism is given by :
6.4 cm × 4 cm × 10.5 cm
⇒ Length = 6.4 cm
Width = 4 cm
Height = 10.5 cm
Surface Area of rectangular prism is given by the formula = 2(wl + hl + hw) ,where w = width, h = height and l = length
⇒ Area of rectangular prism shaped box = 2(4×6.4 + 10.5×6.4 + 10.5×4)
= 2(25.6 + 67.2 + 42)
= 2 × 134.8
= 269.6 square cm
Hence, Surface Area of the juice box = 269.6 cm²
Therefore, The correct option is D. 269.6
Answer
Surface Area of the juice box = 269.6 cm²
The dimensions of the box in shape of rectangular prism is given by :
6.4 cm × 4 cm × 10.5 cm
⇒ Length = 6.4 cm
Width = 4 cm
Height = 10.5 cm
Surface Area of rectangular prism is given by the formula = 2(wl + hl + hw) ,where w = width, h = height and l = length
⇒ Area of rectangular prism shaped box = 2(4×6.4 + 10.5×6.4 + 10.5×4)
= 2(25.6 + 67.2 + 42)
= 2 × 134.8
= 269.6 square cm
Hence, Surface Area of the juice box = 269.6 cm²
Therefore, The correct option is D. 269.6