Solve Please:(c^5)(c)(c^2) Thank You ^-^
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Given:
Base of a right triangle = 7 in
Height of a right triangle = a
Hypotenuse = 16 in
To find:
The length of side a.
Solution:
Using Pythagoras theorem:
Subtract 49 from both sides.
Taking square root on both sides, we get
a = 14.4
The length of side a is 14.4 in.
Answer:
Joseph tenía 240 soles
Step-by-step explanation:
Tenemos lo siguiente
Cantidad total = Cantidad gastada + Cantidad restante.
Sabemos que Cantidad gastada = 3/5 Cantidad restante y que Cantidad restante = Cantidad gastada + 60.
Sea x la cantidad gastada e y la cantidad restante. Tenemos las ecuaciones
Reemplazando la segunda en la primera, tenemos que
(aquí simplemente distribuímos la multiplicación.
Restando 3/5 x a ambos lados, tenemos que
Multiplicando por 5 y dividiendo por dos ambos lados, tenemos que
Es decir, Joseph gastó 90 soles. Entonces y = 90+60 = 150 soles.
Es decir, en total, Joseph tenía 150+90= 240 soles.
Our polynomial is 
We can tell from -28 that the binomials are one positive and one negative.
We can use a factoring chart. What adds to make +3x and multiplies to make -28.
To get a negative 28, we can multiply -4 and positive seven, which add together after being multiplied by x to get +3x. Therefore, you are left with (x+7) and (x-4).
We can tell from -28 that the binomials are one positive and one negative.
We can use a factoring chart. What adds to make +3x and multiplies to make -28.
To get a negative 28, we can multiply -4 and positive seven, which add together after being multiplied by x to get +3x. Therefore, you are left with (x+7) and (x-4).